change in output
${$m*($x+$s)+$b} - ${$m*$x+$b}
${$m*$s}
change in input
${$x+$s} - $x
$s
| Input | $i11 | $i12 | $i13 | $i14 |
| Output | $o11 | $o12 | $o13 | $o14 |
| Input | $i21 | $i22 | $i23 | $i24 |
| Output | $o21 | $o22 | $o23 | $o24 |
| Input | $i31 | $i32 | $i33 | $i34 |
| Output | $o31 | $o32 | $o33 | $o34 |
| Input | $i41 | $i42 | $i43 | $i44 |
| Output | $o41 | $o42 | $o43 | $o44 |
| Input | $i11 | $i12 | $i13 | $i12 |
| Output | $o11 | $o12 | $o13 | $o14 |
In the relation above, $i12 has two different output values of $o12 and $o14. The relation is not a function.
All other relations are functions.
@ qu.1.2.editing=useHTML@ qu.1.2.algorithm=$n=rint(3); $i11=switch($n,1,4,7,6,2,5,3,8,11); $i12=switch($n+1,1,4,7,6,2,5,3,8,11); $i13=switch($n+2,1,4,7,6,2,5,3,8,11); $i14=switch($n+4,1,4,7,6,2,5,3,8,11); $m=range(2,5,1); $b=range(-8,8,1); $o11=$m*$i11+$b; $o12=$m*$i12+$b; $o13=$m*$i13+$b; $o14=$m*$i14+$b; $i21=switch($n,4,7,8,2,3,5,1,9,6); $i22=switch($n+1,4,7,8,2,3,5,1,9,6); $i23=switch($n+2,4,7,8,2,3,5,1,9,6); $i24=switch($n+4,4,7,8,2,3,5,1,9,6); $o21=-1*$m*$i21+$b; $o22=-1*$m*$i22+$b; $o23=-1*$m*$i23+$b; $o24=-1*$m*$i24+$b; $i31=-4; $i32=-2; $i33=0; $i34=2; $o31=abs(2*$i31+$b); $o32=abs(2*$i32+$b); $o33=abs(2*$i33+$b); $o34=abs(2*$i34+$b); $i41=range(5,8,1); $i42=range(9,12,1); $i43=range(13,16,1); $i44=range(19,22,1); $o41=range(5,8,1); $o42=range(9,12,1); $o43=range(13,16,1); $o44=range(19,22,1);@ qu.1.2.question=Place a check mark beside each relation which is a function.@ qu.1.2.answer=2, 3, 4@ qu.1.2.choice.1=| Input | $i11 | $i12 | $i13 | $i12 |
| Output | $o11 | $o12 | $o13 | $o14 |
| Input | $i21 | $i22 | $i23 | $i24 |
| Output | $o21 | $o22 | $o23 | $o24 |
| Input | $i31 | $i32 | $i33 | $i34 |
| Output | $o31 | $o32 | $o33 | $o34 |
| Input | $i41 | $i42 | $i43 | $i44 |
| Output | $o41 | $o42 | $o43 | $o44 |
| Input | $i11 | $i12 | $i13 | $i12 |
| Output | $o11 | $o12 | $o13 | $o14 |
| Input | $i21 | $i22 | $i23 | $i21 |
| Output | $o21 | $o22 | $o23 | $o24 |
All other two relations are functions.
@ qu.1.3.editing=useHTML@ qu.1.3.algorithm=$n=rint(3); $i11=switch($n,1,4,7,6,2,5,3,8,11); $i12=switch($n+1,1,4,7,6,2,5,3,8,11); $i13=switch($n+2,1,4,7,6,2,5,3,8,11); $i14=switch($n+4,1,4,7,6,2,5,3,8,11); $m=range(2,5,1); $b=range(-8,8,1); $o11=$m*$i11+$b; $o12=$m*$i12+$b; $o13=$m*$i13+$b; $o14=$m*$i14+$b; $i21=switch($n,4,7,8,2,3,5,1,9,6); $i22=switch($n+1,4,7,8,2,3,5,1,9,6); $i23=switch($n+2,4,7,8,2,3,5,1,9,6); $i24=switch($n+4,4,7,8,2,3,5,1,9,6); $o21=-1*$m*$i21+$b; $o22=-1*$m*$i22+$b; $o23=-1*$m*$i23+$b; $o24=-1*$m*$i24+$b; $i31=-4; $i32=-2; $i33=0; $i34=2; $o31=abs(2*$i31+$b); $o32=abs(2*$i32+$b); $o33=abs(2*$i33+$b); $o34=abs(2*$i34+$b); $i41=range(5,8,1); $i42=range(9,12,1); $i43=range(13,16,1); $i44=range(19,22,1); $o41=range(5,8,1); $o42=range(9,12,1); $o43=range(13,16,1); $o44=range(19,22,1);@ qu.1.3.question=Place a check mark beside each relation which is a function.@ qu.1.3.answer=3, 4@ qu.1.3.choice.1=| Input | $i11 | $i12 | $i13 | $i12 |
| Output | $o11 | $o12 | $o13 | $o14 |
| Input | $i21 | $i22 | $i23 | $i21 |
| Output | $o21 | $o22 | $o23 | $o24 |
| Input | $i31 | $i32 | $i33 | $i34 |
| Output | $o31 | $o32 | $o33 | $o34 |
| Input | $i41 | $i42 | $i43 | $i44 |
| Output | $o41 | $o42 | $o43 | $o44 |
| Input | $i11 | $i12 | $i13 | $i12 |
| Output | $o11 | $o11 | $o13 | $o14 |
| Input | $i11 | $i12 | $i13 | $i14 |
| Output | $o11 | $o11 | $o13 | $o14 |
| Input | $i21 | $i22 | $i23 | $i24 |
| Output | $o21 | $o22 | $o23 | $o24 |
| Input | $i31 | $i32 | $i33 | $i34 |
| Output | $o31 | $o32 | $o33 | $o34 |
| Input | $i41 | $i42 | $i43 | $i44 |
| Output | $o41 | $o42 | $o43 | $o44 |
All other relations are functions.
@ qu.2.2.editing=useHTML@ qu.2.2.algorithm=$n=rint(3); $i11=switch($n,1,4,7,6,2,5,3,8,11); $i12=switch($n+1,1,4,7,6,2,5,3,8,11); $i13=switch($n+2,1,4,7,6,2,5,3,8,11); $i14=switch($n+4,1,4,7,6,2,5,3,8,11); $m=range(2,5,1); $b=range(-8,8,1); $o11=$m*$i11+$b; $o12=$m*$i12+$b; $o13=$m*$i13+$b; $o14=$m*$i14+$b; $i21=switch($n,4,7,8,2,3,5,1,9,6); $i22=switch($n+1,4,7,8,2,3,5,1,9,6); $i23=switch($n+2,4,7,8,2,3,5,1,9,6); $i24=switch($n+4,4,7,8,2,3,5,1,9,6); $o21=-1*$m*$i21+$b; $o22=-1*$m*$i22+$b; $o23=-1*$m*$i23+$b; $o24=-1*$m*$i24+$b; $i31=-4; $i32=-2; $i33=0; $i34=2; $o31=abs(2*$i31+$b); $o32=abs(2*$i32+$b); $o33=abs(2*$i33+$b); $o34=abs(2*$i34+$b); $i41=range(5,8,1); $i42=range(9,12,1); $i43=range(13,16,1); $i44=range(19,22,1); $o41=range(5,8,1); $o42=range(9,12,1); $o43=range(13,16,1); $o44=range(19,22,1);@ qu.2.2.question=Place a check mark beside each relation which is a function.@ qu.2.2.answer=2, 3, 4@ qu.2.2.choice.1= R = {($i11, $o11), ($i12, $o12), ($i13, $o13), ($i12, $o14)}@ qu.2.2.choice.2= S = {($i21, $o21), ($i22, $o22), ($i23, $o23), ($i24, $o24)}@ qu.2.2.choice.3= T = {($i31, $o31), ($i32, $o32), ($i33, $o33), ($i34, $o34)}@ qu.2.2.choice.4= V = {($i41, $o41), ($i42, $o42), ($i43, $o43), ($i44, $o44)}@ qu.2.3.mode=Multiple Selection@ qu.2.3.name=2 functions@ qu.2.3.comment= R = {($i11, $o11), ($i12, $o12), ($i13, $o13), ($i12, $o14)}All other two relations are functions.
@ qu.2.3.editing=useHTML@ qu.2.3.algorithm=$n=rint(3); $i11=switch($n,1,4,7,6,2,5,3,8,11); $i12=switch($n+1,1,4,7,6,2,5,3,8,11); $i13=switch($n+2,1,4,7,6,2,5,3,8,11); $i14=switch($n+4,1,4,7,6,2,5,3,8,11); $m=range(2,5,1); $b=range(-8,8,1); $o11=$m*$i11+$b; $o12=$m*$i12+$b; $o13=$m*$i13+$b; $o14=$m*$i14+$b; $i21=switch($n,4,7,8,2,3,5,1,9,6); $i22=switch($n+1,4,7,8,2,3,5,1,9,6); $i23=switch($n+2,4,7,8,2,3,5,1,9,6); $i24=switch($n+4,4,7,8,2,3,5,1,9,6); $o21=-1*$m*$i21+$b; $o22=-1*$m*$i22+$b; $o23=-1*$m*$i23+$b; $o24=-1*$m*$i24+$b; $i31=-4; $i32=-2; $i33=0; $i34=2; $o31=abs(2*$i31+$b); $o32=abs(2*$i32+$b); $o33=abs(2*$i33+$b); $o34=abs(2*$i34+$b); $i41=range(5,8,1); $i42=range(9,12,1); $i43=range(13,16,1); $i44=range(19,22,1); $o41=range(5,8,1); $o42=range(9,12,1); $o43=range(13,16,1); $o44=range(19,22,1);@ qu.2.3.question=Place a check mark beside each relation which is a function.@ qu.2.3.answer=3, 4@ qu.2.3.choice.1= R = {($i11, $o11), ($i12, $o12), ($i13, $o13), ($i12, $o14)}@ qu.2.3.choice.2= S = {($i21, $o21), ($i22, $o22), ($i23, $o23), ($i21, $o24)}@ qu.2.3.choice.3= T = {($i31, $o31), ($i32, $o32), ($i33, $o33), ($i34, $o34)}@ qu.2.3.choice.4= V = {($i41, $o41), ($i42, $o42), ($i43, $o43), ($i44, $o44)}@ qu.2.4.mode=Multiple Selection@ qu.2.4.name=4 functions with same output@ qu.2.4.comment=For all relations, each x value has one unique output. All relations are functions.| Input | Output | |
-4 |
y = ($m)(-4) + $b = $o1 | |
-2 |
y = ($m)(-2) + $b = $o2 | |
0 |
y = ($m)(0) + $b = $o3 | |
2 |
y = ($m)(2) + $b = $o4 | |
4 |
y = ($m)(4) + $b = $o5 |
Construct a table of values for the function y = ${$m}x + $b
| Input | Output | |
|
-4
|
<1> | |
|
-2
|
<2> | |
|
0
|
<3> | |
|
2
|
<4> | |
|
4
|
<5> |
${$negm}x + y = $b
Solve for y.
y = ${$m}x + $b
| Input | Output | |
-4 |
y = ($m)(-4) + $b = $o1 | |
-2 |
y = ($m)(-2) + $b = $o2 | |
0 |
y = ($m)(0) + $b = $o3 | |
2 |
y = ($m)(2) + $b = $o4 | |
4 |
y = ($m)(4) + $b = $o5 |
Construct a table of values for the function ${$negm}x + y = $b
| Input | Output | |
|
-4
|
<1> | |
|
-2
|
<2> | |
|
0
|
<3> | |
|
2
|
<4> | |
|
4
|
<5> |
| Input | Output | |
-4 |
y = ($m)(-4)2 = $o1 | |
-2 |
y = ($m)(-2)2 = $o2 | |
0 |
y = ($m)(0)2 = $o3 | |
2 |
y = ($m)(2)2 = $o4 | |
4 |
y = ($m)(4)2 = $o5 |
Construct a table of values for the function y = ${$m}x2
| Input | Output | |
|
-4
|
<1> | |
|
-2
|
<2> | |
|
0
|
<3> | |
|
2
|
<4> | |
|
4
|
<5> |
| Input | Output | |
-4 |
y = ($m)(-4)2 = $o1 | |
-2 |
y = ($m)(-2)2 = $o2 | |
0 |
y = ($m)(0)2 = $o3 | |
2 |
y = ($m)(2)2 = $o4 | |
4 |
y = ($m)(4)2 = $o5 |
Construct a table of values for the function y = ${$m}x2
| Input | Output | |
|
-4
|
<1> | |
|
-2
|
<2> | |
|
0
|
<3> | |
|
2
|
<4> | |
|
4
|
<5> |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
The change in the output is constant. Write a rule in the form of y = ax + b.
| a = | change in output |
= | ${$m*($x+$s)+$b} - ${$m*$x+$b} |
= | ${$m*$s} |
= $m |
|
|
|
||||
change in input |
${$x+$s} - $x |
$s |
Write a function rule that relates x and y.
| Input x | $x |
${$x+$s} |
${$x+2*$s} |
${$x+3*$s} |
| Output y | ${$m*$x+$b} |
${$m*($x+$s)+$b} |
${$m*($x+2*$s)+$b} |
${$m*($x+3*$s)+$b} |
@
qu.6.1.answer=1@
qu.6.1.choice.1=Positive@
qu.6.1.choice.2=Negative@
qu.6.1.choice.3=No Relationship@
qu.6.2.mode=Multiple Choice@
qu.6.2.name=neg@
qu.6.2.comment=The graph is decreasing from left to right. There is a negative relationship.@
qu.6.2.editing=useHTML@
qu.6.2.question=Determine the relationship between x and y in the scatter plot shown below.
@
qu.6.2.answer=2@
qu.6.2.choice.1=Positive@
qu.6.2.choice.2=Negative@
qu.6.2.choice.3=No Relationship@
qu.6.3.mode=Multiple Choice@
qu.6.3.name=none@
qu.6.3.comment=The graph does not have a pattern of increasing or decreasing. There is no relationship between x and y.@
qu.6.3.editing=useHTML@
qu.6.3.question=Determine the relationship between x and y in the scatter plot shown below.
@
qu.6.3.answer=3@
qu.6.3.choice.1=Positive@
qu.6.3.choice.2=Negative@
qu.6.3.choice.3=No Relationship@
qu.7.topic=11_2 Identify Next Ordered Pair A@
qu.7.1.mode=Formula List@
qu.7.1.name=_A@
qu.7.1.comment=The graph is increasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.1.editing=useHTML@
qu.7.1.algorithm=$x=6;
$y=15;@
qu.7.1.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.1.answer=($x, $y)@
qu.7.2.mode=Formula List@
qu.7.2.name=_B@
qu.7.2.comment=The graph is increasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.2.editing=useHTML@
qu.7.2.algorithm=$x=6;
$y=20;@
qu.7.2.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.2.answer=($x, $y)@
qu.7.3.mode=Formula List@
qu.7.3.name=_C@
qu.7.3.comment=The graph is increasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.3.editing=useHTML@
qu.7.3.algorithm=$x=6;
$y=19;@
qu.7.3.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.3.answer=($x, $y)@
qu.7.4.mode=Formula List@
qu.7.4.name=_D@
qu.7.4.comment=The graph is increasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.4.editing=useHTML@
qu.7.4.algorithm=$x=6;
$y=18;@
qu.7.4.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.4.answer=($x, $y)@
qu.7.5.mode=Formula List@
qu.7.5.name=_E@
qu.7.5.comment=The graph is increasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.5.editing=useHTML@
qu.7.5.algorithm=$x=6;
$y=17;@
qu.7.5.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.5.answer=($x, $y)@
qu.7.6.mode=Formula List@
qu.7.6.name=_F@
qu.7.6.comment=The graph is increasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.6.editing=useHTML@
qu.7.6.algorithm=$x=6;
$y=16;@
qu.7.6.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.6.answer=($x, $y)@
qu.7.7.mode=Formula List@
qu.7.7.name=_G@
qu.7.7.comment=The graph is increasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.7.editing=useHTML@
qu.7.7.algorithm=$x=5;
$y=13;@
qu.7.7.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.7.answer=($x, $y)@
qu.7.8.mode=Formula List@
qu.7.8.name=_H@
qu.7.8.comment=The graph is increasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.8.editing=useHTML@
qu.7.8.algorithm=$x=5;
$y=12;@
qu.7.8.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.8.answer=($x, $y)@
qu.7.9.mode=Formula List@
qu.7.9.name=_I@
qu.7.9.comment=The graph is increasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.9.editing=useHTML@
qu.7.9.algorithm=$x=5;
$y=11;@
qu.7.9.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.9.answer=($x, $y)@
qu.7.10.mode=Formula List@
qu.7.10.name=_J@
qu.7.10.comment=The graph is increasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.10.editing=useHTML@
qu.7.10.algorithm=$x=5;
$y=10;@
qu.7.10.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.10.answer=($x, $y)@
qu.7.11.mode=Formula List@
qu.7.11.name=_K@
qu.7.11.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.11.editing=useHTML@
qu.7.11.algorithm=$x=4;
$y=19;@
qu.7.11.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.11.answer=($x, $y)@
qu.7.12.mode=Formula List@
qu.7.12.name=_L@
qu.7.12.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.12.editing=useHTML@
qu.7.12.algorithm=$x=4;
$y=18;@
qu.7.12.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.12.answer=($x, $y)@
qu.7.13.mode=Formula List@
qu.7.13.name=_M@
qu.7.13.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.13.editing=useHTML@
qu.7.13.algorithm=$x=4;
$y=17;@
qu.7.13.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.13.answer=($x, $y)@
qu.7.14.mode=Formula List@
qu.7.14.name=_N@
qu.7.14.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.14.editing=useHTML@
qu.7.14.algorithm=$x=4;
$y=16;@
qu.7.14.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.14.answer=($x, $y)@
qu.7.15.mode=Formula List@
qu.7.15.name=_O@
qu.7.15.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.15.editing=useHTML@
qu.7.15.algorithm=$x=4;
$y=15;@
qu.7.15.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.15.answer=($x, $y)@
qu.7.16.mode=Formula List@
qu.7.16.name=_P@
qu.7.16.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.16.editing=useHTML@
qu.7.16.algorithm=$x=4;
$y=14;@
qu.7.16.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.16.answer=($x, $y)@
qu.7.17.mode=Formula List@
qu.7.17.name=_Q@
qu.7.17.comment=The graph is increasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.7.17.editing=useHTML@
qu.7.17.algorithm=$x=4;
$y=13;@
qu.7.17.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.7.17.answer=($x, $y)@
qu.8.topic=11_2 Identify Next Ordered Pair B@
qu.8.1.mode=Formula List@
qu.8.1.name=D_A@
qu.8.1.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.1.editing=useHTML@
qu.8.1.algorithm=$x=5;
$y=7;@
qu.8.1.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.1.answer=($x, $y)@
qu.8.2.mode=Formula List@
qu.8.2.name=D_B@
qu.8.2.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.2.editing=useHTML@
qu.8.2.algorithm=$x=6;
$y=4;@
qu.8.2.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.2.answer=($x, $y)@
qu.8.3.mode=Formula List@
qu.8.3.name=D_C@
qu.8.3.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.3.editing=useHTML@
qu.8.3.algorithm=$x=6;
$y=3;@
qu.8.3.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.3.answer=($x, $y)@
qu.8.4.mode=Formula List@
qu.8.4.name=D_D@
qu.8.4.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.4.editing=useHTML@
qu.8.4.algorithm=$x=6;
$y=2;@
qu.8.4.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.4.answer=($x, $y)@
qu.8.5.mode=Formula List@
qu.8.5.name=D_E@
qu.8.5.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.5.editing=useHTML@
qu.8.5.algorithm=$x=6;
$y=1;@
qu.8.5.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.5.answer=($x, $y)@
qu.8.6.mode=Formula List@
qu.8.6.name=D_F@
qu.8.6.comment=The graph is decreasing by 3 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.6.editing=useHTML@
qu.8.6.algorithm=$x=6;
$y=0;@
qu.8.6.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.6.answer=($x, $y)@
qu.8.7.mode=Formula List@
qu.8.7.name=D_G@
qu.8.7.comment=The graph is decreasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.7.editing=useHTML@
qu.8.7.algorithm=$x=5;
$y=8;@
qu.8.7.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.7.answer=($x, $y)@
qu.8.8.mode=Formula List@
qu.8.8.name=D_H@
qu.8.8.comment=The graph is decreasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.8.editing=useHTML@
qu.8.8.algorithm=$x=5;
$y=7;@
qu.8.8.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.8.answer=($x, $y)@
qu.8.9.mode=Formula List@
qu.8.9.name=D_I@
qu.8.9.comment=The graph is decreasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.9.editing=useHTML@
qu.8.9.algorithm=$x=5;
$y=6;@
qu.8.9.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.9.answer=($x, $y)@
qu.8.10.mode=Formula List@
qu.8.10.name=D_J@
qu.8.10.comment=The graph is decreasing by 2 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.10.editing=useHTML@
qu.8.10.algorithm=$x=5;
$y=5;@
qu.8.10.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.10.answer=($x, $y)@
qu.8.11.mode=Formula List@
qu.8.11.name=D_K@
qu.8.11.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.11.editing=useHTML@
qu.8.11.algorithm=$x=4;
$y=7;@
qu.8.11.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.11.answer=($x, $y)@
qu.8.12.mode=Formula List@
qu.8.12.name=D_L@
qu.8.12.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.12.editing=useHTML@
qu.8.12.algorithm=$x=4;
$y=6;@
qu.8.12.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.12.answer=($x, $y)@
qu.8.13.mode=Formula List@
qu.8.13.name=D_M@
qu.8.13.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.13.editing=useHTML@
qu.8.13.algorithm=$x=4;
$y=5;@
qu.8.13.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.13.answer=($x, $y)@
qu.8.14.mode=Formula List@
qu.8.14.name=D_N@
qu.8.14.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.14.editing=useHTML@
qu.8.14.algorithm=$x=4;
$y=4;@
qu.8.14.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.14.answer=($x, $y)@
qu.8.15.mode=Formula List@
qu.8.15.name=D_O@
qu.8.15.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.15.editing=useHTML@
qu.8.15.algorithm=$x=4;
$y=3;@
qu.8.15.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.15.answer=($x, $y)@
qu.8.16.mode=Formula List@
qu.8.16.name=D_P@
qu.8.16.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.16.editing=useHTML@
qu.8.16.algorithm=$x=4;
$y=2;@
qu.8.16.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.16.answer=($x, $y)@
qu.8.17.mode=Formula List@
qu.8.17.name=D_Q@
qu.8.17.comment=The graph is decreasing by 4 units in the y direction for every unit in the x direction. The next point will be ($x, $y).@
qu.8.17.editing=useHTML@
qu.8.17.algorithm=$x=4;
$y=1;@
qu.8.17.question=Determine the next ordered pair in the scatter plot shown below.
@
qu.8.17.answer=($x, $y)@
qu.9.topic=11_3 Identify Solutions@
qu.9.1.mode=Multiple Selection@
qu.9.1.name=y=mx+b 4 correct@
qu.9.1.comment=Check the values for y = ${$m}x + $b.
| x = $x1 | y = ($m)($x1) + $b = ${$m*$x1} + $b = $y1 | The value ($x1, $y1) is a solution. | ||
| x = $x2 | y = ($m)($x2) + $b = ${$m*$x2} + $b = $y2 | The value ($x2, $y2) is a solution. | ||
| x = $x3 | y = ($m)($x3) + $b = ${$m*$x3} + $b = $y3 | The value ($x3, $y3) is a solution. | ||
| x = $x4 | y = ($m)($x4) + $b = ${$m*$x4} + $b = $y4 | The value ($x4, $y4) is a solution. |
($x1, $y1) @ qu.9.1.choice.2=
($x2, $y2) @ qu.9.1.choice.3=
($x3, $y3) @ qu.9.1.choice.4=
($x4, $y4) @ qu.9.2.mode=Multiple Selection@ qu.9.2.name=y=mx+b 2 correct@ qu.9.2.comment=
| x = $x1 | y = ($m)($x1) + $b = ${$m*$x1} + $b = $y1 | The value ($x1, $yd1) is a solution. | ||
| x = $x2 | y = ($m)($x2) + $b = ${$m*$x2} + $b = $y2 | The value ($x2, $yd2) is not a solution. | ||
| x = $x3 | y = ($m)($x3) + $b = ${$m*$x3} + $b = $y3 | The value ($x3, $yd3) is a solution. | ||
| x = $x4 | y = ($m)($x4) + $b = ${$m*$x4} + $b = $y4 | The value ($x4, $yd4) is not a solution. |
($x1, $yd1) @ qu.9.2.choice.2=
($x2, $yd2) @ qu.9.2.choice.3=
($x3, $yd3) @ qu.9.2.choice.4=
($x4, $yd4) @ qu.9.3.mode=Multiple Selection@ qu.9.3.name=y=mx-b 1 correct@ qu.9.3.comment=
| x = $x1 | y = ($m)($x1) - $b = ${$m*$x1} - $b = $y1 | The value ($x1, $yd1) is not a solution. | ||
| x = $x2 | y = ($m)($x2) - $b = ${$m*$x2} - $b = $y2 | The value ($x2, $yd2) is not a solution. | ||
| x = $x3 | y = ($m)($x3) - $b = ${$m*$x3} - $b = $y3 | The value ($x3, $yd3) is a solution. | ||
| x = $x4 | y = ($m)($x4) - $b = ${$m*$x4} - $b = $y4 | The value ($x4, $yd4) is not a solution. |
($x1, $yd1) @ qu.9.3.choice.2=
($x2, $yd2) @ qu.9.3.choice.3=
($x3, $yd3) @ qu.9.3.choice.4=
($x4, $yd4) @ qu.9.4.mode=Multiple Selection@ qu.9.4.name=y=mx-b 3 correct@ qu.9.4.comment=
| x = $x1 | y = ($m)($x1) - $b = ${$m*$x1} - $b = $y1 | The value ($x1, $yd1) is a solution. | ||
| x = $x2 | y = ($m)($x2) - $b = ${$m*$x2} - $b = $y2 | The value ($x2, $yd2) is a solution. | ||
| x = $x3 | y = ($m)($x3) - $b = ${$m*$x3} - $b = $y3 | The value ($x3, $yd3) is not a solution. | ||
| x = $x4 | y = ($m)($x4) - $b = ${$m*$x4} - $b = $y4 | The value ($x4, $yd4) is a solution. |
($x1, $yd1) @ qu.9.4.choice.2=
($x2, $yd2) @ qu.9.4.choice.3=
($x3, $yd3) @ qu.9.4.choice.4=
($x4, $yd4) @ qu.9.5.mode=Multiple Selection@ qu.9.5.name=y=b-mx 4 correct@ qu.9.5.comment=
| x = $x1 | y =$b - ($posm)($x1) = $b - (${$posm*$x1}) = $y1 | The value ($x1, $y1) is a solution. | ||
| x = $x2 | y =$b - ($posm)($x2) = $b - ${$posm*$x2} = $y2 | The value ($x2, $y2) is a solution. | ||
| x = $x3 | y =$b - ($posm)($x3) = $b - ${$posm*$x3} = $y3 | The value ($x3, $y3) is a solution. | ||
| x = $x4 | y =$b - ($posm)($x4) = $b - ${$posm*$x4} = $y4 | The value ($x4, $y4) is a solution. |
($x1, $y1) @ qu.9.5.choice.2=
($x2, $y2) @ qu.9.5.choice.3=
($x3, $y3) @ qu.9.5.choice.4=
($x4, $y4) @ qu.9.6.mode=Multiple Selection@ qu.9.6.name=y=b-mx 2 correct@ qu.9.6.comment=
| x = $x1 | y =$b - ($posm)($x1) = $b - (${$posm*$x1}) = $y1 | The value ($x1, $yd1) is a solution. | ||
| x = $x2 | y =$b - ($posm)($x2) = $b - ${$posm*$x2} = $y2 | The value ($x2, $yd2) is not a solution. | ||
| x = $x3 | y =$b - ($posm)($x3) = $b - ${$posm*$x3} = $y3 | The value ($x3, $yd3) is a solution. | ||
| x = $x4 | y =$b - ($posm)($x4) = $b - ${$posm*$x4} = $y4 | The value ($x4, $yd4) is not a solution. |
($x1, $yd1) @ qu.9.6.choice.2=
($x2, $yd2) @ qu.9.6.choice.3=
($x3, $yd3) @ qu.9.6.choice.4=
($x4, $yd4) @ qu.10.topic=11_3 Complete 5 Ordered Pairs@ qu.10.1.mode=Inline@ qu.10.1.name=y = mx + b@ qu.10.1.comment=
| Input | Output | Ordered Pair | |
-4 |
y = ($m)(-4) + $b = $o1 | (-4, $o1) |
|
-2 |
y = ($m)(-2) + $b = $o2 | (-2, $o2) |
|
0 |
y = ($m)(0) + $b = $o3 | (0, $o3) |
|
2 |
y = ($m)(2) + $b = $o4 | (2, $o4) |
|
4 |
y = ($m)(4) + $b = $o5 | (4, $o5) |
Complete the ordered pairs for for the function y = ${$m}x + $b
(-4,
<1>)
(-2,
<2>)
(0,
<3>)
(2, <4>)
(4,
<5>)
${$negm}x + y = $b
Solve for y.
y = ${$m}x + $b
| Input | Output | Ordered Pair | |
-4 |
y = ($m)(-4) + $b = $o1 | (-4, $o1) |
|
-2 |
y = ($m)(-2) + $b = $o2 | (-2, $o2) |
|
0 |
y = ($m)(0) + $b = $o3 | (0, $o3) |
|
2 |
y = ($m)(2) + $b = $o4 | (2, $o4) |
|
4 |
y = ($m)(4) + $b = $o5 | (4, $o5) |
Complete the ordered pairs for for the function ${$negm}x + y = $b
(-4,
<1>)
(-2,
<2>)
(0,
<3>)
(2, <4>)
(4,
<5>)
| Input | Output | Ordered Pair | |
-4 |
y = ($m)(-4)2 = $o1 | (-4, $o1) |
|
-2 |
y = ($m)(-2)2 = $o2 | (-2, $o2) |
|
0 |
y = ($m)(0)2 = $o3 | (0, $o3) |
|
2 |
y = ($m)(2)2 = $o4 | (2, $o4) |
|
4 |
y = ($m)(4)2 = $o5 | (4, $o5) |
Complete the ordered pairs for for the function y = ${$m}x2
(-4,
<1>)
(-2,
<2>)
(0,
<3>)
(2, <4>)
(4,
<5>)
| Input | Output | Ordered Pair | |
-4 |
y = ($m)(-4)2 = $o1 | (-4, $o1) |
|
-2 |
y = ($m)(-2)2 = $o2 | (-2, $o2) |
|
0 |
y = ($m)(0)2 = $o3 | (0, $o3) |
|
2 |
y = ($m)(2)2 = $o4 | (2, $o4) |
|
4 |
y = ($m)(4)2 = $o5 | (4, $o5) |
Complete the ordered pairs for for the function y = ${$m}x2
(-4,
<1>)
(-2,
<2>)
(0,
<3>)
(2, <4>)
(4,
<5>)
| Input | Output | Ordered Pair | |
$x1 |
y = ($m)($x1) + $b = $y1 | ($x1, $y1) |
|
$x2 |
y = ($m)($x2) + $b = $y2 | ($x2, $y2) |
|
$x3 |
y = ($m)($x3) + $b = $y3 | ($x3, $y3) |
|
$x4 |
y = ($m)($x4) + $b = $y4 | ($x4, $y4) |
|
$x5 |
y = ($m)($x5) + $b = $y5 | ($x5, $y5) |
@
qu.11.1.editing=useHTML@
qu.11.1.algorithm=$m=1;
$b=3;
$x1=-2;
$x2=-1;
$x3=0;
$x4=1;
$x5=2;
$y1=$m*$x1+$b;
$y2=$m*$x2+$b;
$y3=$m*$x3+$b;
$y4=$m*$x4+$b;
$y5=$m*$x5+$b;@
qu.11.1.weighting=1,1,1,1,1,1@
qu.11.1.numbering=alpha@
qu.11.1.part.1.name=$y1@
qu.11.1.part.1.answer.units=@
qu.11.1.part.1.numStyle=thousands scientific arithmetic@
qu.11.1.part.1.editing=useHTML@
qu.11.1.part.1.showUnits=false@
qu.11.1.part.1.question=(Unset)@
qu.11.1.part.1.mode=Numeric@
qu.11.1.part.1.grading=exact_value@
qu.11.1.part.1.negStyle=minus@
qu.11.1.part.1.answer.num=$y1@
qu.11.1.part.2.name=$y2@
qu.11.1.part.2.answer.units=@
qu.11.1.part.2.numStyle=thousands scientific arithmetic@
qu.11.1.part.2.editing=useHTML@
qu.11.1.part.2.showUnits=false@
qu.11.1.part.2.question=(Unset)@
qu.11.1.part.2.mode=Numeric@
qu.11.1.part.2.grading=exact_value@
qu.11.1.part.2.negStyle=minus@
qu.11.1.part.2.answer.num=$y2@
qu.11.1.part.3.name=$y3@
qu.11.1.part.3.answer.units=@
qu.11.1.part.3.numStyle=thousands scientific arithmetic@
qu.11.1.part.3.editing=useHTML@
qu.11.1.part.3.showUnits=false@
qu.11.1.part.3.question=(Unset)@
qu.11.1.part.3.mode=Numeric@
qu.11.1.part.3.grading=exact_value@
qu.11.1.part.3.negStyle=minus@
qu.11.1.part.3.answer.num=$y3@
qu.11.1.part.4.name=$y4@
qu.11.1.part.4.answer.units=@
qu.11.1.part.4.numStyle=thousands scientific arithmetic@
qu.11.1.part.4.editing=useHTML@
qu.11.1.part.4.showUnits=false@
qu.11.1.part.4.question=(Unset)@
qu.11.1.part.4.mode=Numeric@
qu.11.1.part.4.grading=exact_value@
qu.11.1.part.4.negStyle=minus@
qu.11.1.part.4.answer.num=$y4@
qu.11.1.part.5.name=$y5@
qu.11.1.part.5.answer.units=@
qu.11.1.part.5.numStyle=thousands scientific arithmetic@
qu.11.1.part.5.editing=useHTML@
qu.11.1.part.5.showUnits=false@
qu.11.1.part.5.question=(Unset)@
qu.11.1.part.5.mode=Numeric@
qu.11.1.part.5.grading=exact_value@
qu.11.1.part.5.negStyle=minus@
qu.11.1.part.5.answer.num=$y5@
qu.11.1.part.6.name=graph@
qu.11.1.part.6.editing=useHTML@
qu.11.1.part.6.choice.4=
@
qu.11.1.part.6.question=null@
qu.11.1.part.6.choice.3=
@
qu.11.1.part.6.choice.2=
@
qu.11.1.part.6.choice.1=@
qu.11.1.part.6.mode=Multiple Choice@
qu.11.1.part.6.display=vertical@
qu.11.1.part.6.answer=1@
qu.11.1.question=
Make a table of values for y = x + 3
(-2, <1>)
(-1, <2>)
(0, <3>)
(1, <4>)
(2, <5>)
Match the ordered pairs to the graph.
<6>
@ qu.11.2.mode=Inline@ qu.11.2.name=y = x-3@ qu.11.2.comment=| Input | Output | Ordered Pair | |
$x1 |
y = ($m)($x1) - ${abs($b)} = $y1 | ($x1, $y1) |
|
$x2 |
y = ($m)($x2) - ${abs($b)} = $y2 | ($x2, $y2) |
|
$x3 |
y = ($m)($x3) - ${abs($b)} = $y3 | ($x3, $y3) |
|
$x4 |
y = ($m)($x4) - ${abs($b)} = $y4 | ($x4, $y4) |
|
$x5 |
y = ($m)($x5) - ${abs($b)} = $y5 | ($x5, $y5) |
@
qu.11.2.editing=useHTML@
qu.11.2.algorithm=$m=1;
$b=-3;
$x1=-2;
$x2=-1;
$x3=0;
$x4=1;
$x5=2;
$y1=$m*$x1+$b;
$y2=$m*$x2+$b;
$y3=$m*$x3+$b;
$y4=$m*$x4+$b;
$y5=$m*$x5+$b;@
qu.11.2.weighting=1,1,1,1,1,1@
qu.11.2.numbering=alpha@
qu.11.2.part.1.name=$y1@
qu.11.2.part.1.answer.units=@
qu.11.2.part.1.numStyle=thousands scientific arithmetic@
qu.11.2.part.1.editing=useHTML@
qu.11.2.part.1.showUnits=false@
qu.11.2.part.1.question=(Unset)@
qu.11.2.part.1.mode=Numeric@
qu.11.2.part.1.grading=exact_value@
qu.11.2.part.1.negStyle=minus@
qu.11.2.part.1.answer.num=$y1@
qu.11.2.part.2.name=$y2@
qu.11.2.part.2.answer.units=@
qu.11.2.part.2.numStyle=thousands scientific arithmetic@
qu.11.2.part.2.editing=useHTML@
qu.11.2.part.2.showUnits=false@
qu.11.2.part.2.question=(Unset)@
qu.11.2.part.2.mode=Numeric@
qu.11.2.part.2.grading=exact_value@
qu.11.2.part.2.negStyle=minus@
qu.11.2.part.2.answer.num=$y2@
qu.11.2.part.3.name=$y3@
qu.11.2.part.3.answer.units=@
qu.11.2.part.3.numStyle=thousands scientific arithmetic@
qu.11.2.part.3.editing=useHTML@
qu.11.2.part.3.showUnits=false@
qu.11.2.part.3.question=(Unset)@
qu.11.2.part.3.mode=Numeric@
qu.11.2.part.3.grading=exact_value@
qu.11.2.part.3.negStyle=minus@
qu.11.2.part.3.answer.num=$y3@
qu.11.2.part.4.name=$y4@
qu.11.2.part.4.answer.units=@
qu.11.2.part.4.numStyle=thousands scientific arithmetic@
qu.11.2.part.4.editing=useHTML@
qu.11.2.part.4.showUnits=false@
qu.11.2.part.4.question=(Unset)@
qu.11.2.part.4.mode=Numeric@
qu.11.2.part.4.grading=exact_value@
qu.11.2.part.4.negStyle=minus@
qu.11.2.part.4.answer.num=$y4@
qu.11.2.part.5.name=$y5@
qu.11.2.part.5.answer.units=@
qu.11.2.part.5.numStyle=thousands scientific arithmetic@
qu.11.2.part.5.editing=useHTML@
qu.11.2.part.5.showUnits=false@
qu.11.2.part.5.question=(Unset)@
qu.11.2.part.5.mode=Numeric@
qu.11.2.part.5.grading=exact_value@
qu.11.2.part.5.negStyle=minus@
qu.11.2.part.5.answer.num=$y5@
qu.11.2.part.6.name=graph@
qu.11.2.part.6.editing=useHTML@
qu.11.2.part.6.choice.4=@
qu.11.2.part.6.question=null@
qu.11.2.part.6.choice.3=@
qu.11.2.part.6.choice.2=@
qu.11.2.part.6.choice.1=@
qu.11.2.part.6.mode=Multiple Choice@
qu.11.2.part.6.display=vertical@
qu.11.2.part.6.answer=3@
qu.11.2.question=
Make a table of values for y = x - 3
(-2, <1>)
(-1, <2>)
(0, <3>)
(1, <4>)
(2, <5>)
Match the ordered pairs to the graph.
<6>
@ qu.11.3.mode=Inline@ qu.11.3.name=y = -x-6@ qu.11.3.comment=| Input | Output | Ordered Pair | |
$x1 |
y = ($m)($x1) - ${abs($b)} = $y1 | ($x1, $y1) |
|
$x2 |
y = ($m)($x2) - ${abs($b)} = $y2 | ($x2, $y2) |
|
$x3 |
y = ($m)($x3) - ${abs($b)} = $y3 | ($x3, $y3) |
|
$x4 |
y = ($m)($x4) - ${abs($b)} = $y4 | ($x4, $y4) |
|
$x5 |
y = ($m)($x5) - ${abs($b)} = $y5 | ($x5, $y5) |
@
qu.11.3.editing=useHTML@
qu.11.3.algorithm=$m=-1;
$b=-6;
$x1=-2;
$x2=-1;
$x3=0;
$x4=1;
$x5=2;
$y1=$m*$x1+$b;
$y2=$m*$x2+$b;
$y3=$m*$x3+$b;
$y4=$m*$x4+$b;
$y5=$m*$x5+$b;@
qu.11.3.weighting=1,1,1,1,1,1@
qu.11.3.numbering=alpha@
qu.11.3.part.1.name=$y1@
qu.11.3.part.1.answer.units=@
qu.11.3.part.1.numStyle=thousands scientific arithmetic@
qu.11.3.part.1.editing=useHTML@
qu.11.3.part.1.showUnits=false@
qu.11.3.part.1.question=(Unset)@
qu.11.3.part.1.mode=Numeric@
qu.11.3.part.1.grading=exact_value@
qu.11.3.part.1.negStyle=minus@
qu.11.3.part.1.answer.num=$y1@
qu.11.3.part.2.name=$y2@
qu.11.3.part.2.answer.units=@
qu.11.3.part.2.numStyle=thousands scientific arithmetic@
qu.11.3.part.2.editing=useHTML@
qu.11.3.part.2.showUnits=false@
qu.11.3.part.2.question=(Unset)@
qu.11.3.part.2.mode=Numeric@
qu.11.3.part.2.grading=exact_value@
qu.11.3.part.2.negStyle=minus@
qu.11.3.part.2.answer.num=$y2@
qu.11.3.part.3.name=$y3@
qu.11.3.part.3.answer.units=@
qu.11.3.part.3.numStyle=thousands scientific arithmetic@
qu.11.3.part.3.editing=useHTML@
qu.11.3.part.3.showUnits=false@
qu.11.3.part.3.question=(Unset)@
qu.11.3.part.3.mode=Numeric@
qu.11.3.part.3.grading=exact_value@
qu.11.3.part.3.negStyle=minus@
qu.11.3.part.3.answer.num=$y3@
qu.11.3.part.4.name=$y4@
qu.11.3.part.4.answer.units=@
qu.11.3.part.4.numStyle=thousands scientific arithmetic@
qu.11.3.part.4.editing=useHTML@
qu.11.3.part.4.showUnits=false@
qu.11.3.part.4.question=(Unset)@
qu.11.3.part.4.mode=Numeric@
qu.11.3.part.4.grading=exact_value@
qu.11.3.part.4.negStyle=minus@
qu.11.3.part.4.answer.num=$y4@
qu.11.3.part.5.name=$y5@
qu.11.3.part.5.answer.units=@
qu.11.3.part.5.numStyle=thousands scientific arithmetic@
qu.11.3.part.5.editing=useHTML@
qu.11.3.part.5.showUnits=false@
qu.11.3.part.5.question=(Unset)@
qu.11.3.part.5.mode=Numeric@
qu.11.3.part.5.grading=exact_value@
qu.11.3.part.5.negStyle=minus@
qu.11.3.part.5.answer.num=$y5@
qu.11.3.part.6.name=graph@
qu.11.3.part.6.editing=useHTML@
qu.11.3.part.6.choice.4=@
qu.11.3.part.6.question=null@
qu.11.3.part.6.choice.3=
@
qu.11.3.part.6.choice.2=@
qu.11.3.part.6.choice.1=