If you put the indefinite integral into Y1 for a graph and then place as many numbers in L1(The more the better) and then go into "VARS", "Y-VARS", "FUNCTION" and select "Y1". Then use "Y1(L1)sto>L2" to find all Y values of the indefinite integral and use a regression command to give the equation for the Indefinite Integral.EX:Y1=∫0x(3x^2)dx L1={−10,−9,−8,−7,−6,−5,−4,−3,−2,−1,0,1,2,3,4,5,6,7,8,9,10} Y1(L1)→L2 CubicReg using L1 as Xlist and L2 as Ylist
Let k be a constant of proportionality. We can use the given information to write two equations: 24 = k/5 and 12 = k/10. Solving for k gives k = 120 in both cases. Let R be the unknown resistance when the current is 15 amperes: 15 = 120/R. R = 120/15 R = 8 ohms.
The answer would be 15 because if you take the 320 and subtract the 200 dollars in commissions, then your left with 120. You then divide the 120 by 8, and you get $15 per hour
