qu.1.topic=Ch 19, 21, Sec 1 - Electric Charge@ qu.1.1.mode=Randomized Formula@ qu.1.1.editing=useHTML@ qu.1.1.name=Water Molecules@ qu.1.1.question=How much $negative electric charge is contained in $n molecules of water?@ qu.1.1.answer=$ans C (1 ? 0.05)@ qu.1.1.random= $integer\=rint(2); $negative\=switch($integer,"negative","positive"); $n\=int(rint(500)+2); $k\=switch($integer,-1,1); $e\=1.6*10^(-19); $H2O\=10; $ans\=sig(3,$n*$k*$e*$H2O)@ qu.2.topic=Ch 19, 21, Sec 2 - Coulomb’s Law@ qu.2.1.mode=Randomized Formula@ qu.2.1.editing=useHTML@ qu.2.1.name=Three Charges@ qu.2.1.question=Knowing that d = $d m, l = $l m, Q = $large_Q C, and q = $q C, find the magnitude of the force exerted on the charge q.

@ qu.2.1.answer=$ans N (1 ? 0.05)@ qu.2.1.random= $k_distance\=rand(1.2,3); $k_charge\=rand(2.5,6); $l\=rand(2,7,3); $d\=sig(3,$l*$k_distance); $q\=rand(0.01,0.12,3); $large_Q\=sig(3,$q*$k_charge); $m\=($d^2-($l/2)^2)^(1/2); $ans\=sig(3,2*8.99*10^9*$large_Q*$q/$d^2*$m/$d)@ qu.3.topic=Ch 19, 21, Sec 3 - Electric Current@ qu.3.1.mode=Randomized formula@ qu.3.1.editing=useHTML@ qu.3.1.name=# of Charges@ qu.3.1.question=How many charges flow through a cross section of a wire in $t s if the current is $I A?@ qu.3.1.answer=$ans (1 ? 0.05)@ qu.3.1.random= $t\=rand(1,12,3); $I\=rand(2,20,3); $ans\=sig(3,$I*$t/(1.6*10^(-19)))@ qu.4.topic=Ch 19, 21, Sec 4 - Electric Current@ qu.4.1.mode=Randomized Formula@ qu.4.1.editing=useHTML@ qu.4.1.name=Resistivity@ qu.4.1.question=Find the resistivity of a wire that is $l m long and is $rad mm in radius if under a potential difference of $V V it conducts $I A of current. Give the answer in Ohm-m.@ qu.4.1.answer=$ans Ohm-m (1 ? 0.05)@ qu.4.1.random= $l\=rand(7,12,3); $rad\=rand(2,5,3); $V\=rand(10,35,3); $I\=rand(0.5,7,3); $A\=3.14*($rad/1000)^2; $l\=rand(7,18,3); $R\=$V/$I; $ans\=sig(3,$R*$A/$l)@ qu.5.topic=Ch 19, 21, Sec 5 - Energy and Power in Electric Circuits@ qu.5.1.mode=randomized formula@ qu.5.1.editing=useHTML@ qu.5.1.name=Light Bulb - Power@ qu.5.1.question=Find the power dissipated by a $R-W light bulb if it operates with a current of $I A.@ qu.5.1.answer=$ans W (1 ? 0.05)@ qu.5.1.random= $R\=rand(5,25,3); $I\=rand(0.5,7,3); $ans\=sig(3,$I^2*$R)@ qu.6.topic=Ch 19, 21, Sec 6 - Resistors in Series and Parallel@ qu.6.1.mode=Randomized Formula@ qu.6.1.editing=useHTML@ qu.6.1.name=System of Resistors@ qu.6.1.question=Find the equivalent resistance between points A and B for the system of resistors shown below if R1 = $R1 W, R2 = $R2 W, and R3 = $R3 W. Give the answer in Ohms.

@ qu.6.1.answer=$ans Ohms (1 ? 0.05)@ qu.6.1.random= $R1\=rand(1,5,3); $R2\=rand(7,15,3); $R3\=rand(10,20,3); $ans\=sig(3,$R1+9*$R2*$R3/(3*$R2+3*$R3))@ qu.7.topic=Ch 19, 21, Sec 7 - Kirchhoff’s Rules@ qu.7.1.mode=Randomized Formula@ qu.7.1.editing=useHTML@ qu.7.1.name=2 EMFs, 3 Resistors@ qu.7.1.question=Use Kirchhoff’s rules to find the magnitude of current through resistor R$R if R1 = $R1 W, R2 = $R2 W, R3 = $R3 W, e1 = $E1 V, and e2 = $E2 V.

@ qu.7.1.answer=$ans A (1 ? 0.05)@ qu.7.1.random= $integer\=rint(3); $R\=switch($integer,"1","2","3"); $R1\=rand(4,10,3); $R2\=rand(5,7,3); $R3\=rand(3,20,3); $E1\=rand(5,15,3); $E2\=rand(1,8,3); $ans2\=switch($integer,$E1/($R1+$R2),$E1/($R1+$R2),($E1+$E2)/$R3); $ans\=sig(3,abs($ans2))@