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y varies jointly with p and q. When p = 4 and q = 5, y = 60. Find y when p = 5 and q = 8.
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If you have two variables p, q that vary jointly with y, then that means \(y = k*p*q\) where \(k\) is a constant. Use your known values to solve for \(k\), then write your new, improved formula with the value of \(k\) and use that to find \(y\) with \(p=5, q=8\).
So is it 40? Or 240?
I have no idea without working the problem. Why don't you show me your work, and I'll check it?
I do not believe either 40 or 240 is correct.
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