How should ticket prices be set to maximize revenue? (Round your answer to the nearest cent.) The equation is p(x)=(58000-x)/(2000).
I times the whole thing by x, get derivative, and set equal to zero. But it's wrong. what am i doing wrong?
is p(x) function of revenue
or p(x) is the price?
while x is the quantity?
Well , no need to guess; need respond if he/she needs help
Usually, p(x) is the price function, which is the price of some item where x is the quantity sold The revenue function r(x) you want to maximize is then r(x) = x*p(x)
For finding the answer, set x*p(x) = 0 the substitute that x value to the equation: (58000-x)/(2000).
yes you guys are right sorry this thing lags for me p(x) is price function.
x is not your final answer, you need to substitue x back to the original equation
oh wait...i get 58000 then substitute it back in and 0/2000?
that's wrong you should get 29000 as x
oh...hmm
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