A water park finds that at an admission price of $16, attendance is 600 people per day. For every $1 decrease in price, 50 more people visit the park per day. Find the price and corresponding park attendance that maximize revenue.
how do i do this problem?? having a hard time solving
stablish the equation: (16 - X)(600 + 50x)
find the vertex that will generate the revenue: x1= 16 x2=-12
x2 + x1 /2 (-12+16)/2=2