Kendra, a florist, makes and sells colorful bouquets of flowers. Over time she realizes that if she lowers the price of her bouquets, she sells more of them When she charges p dollars for each bouquet, she can sell 350-5p bouquets in a month.This means that her monthly revenue is p(350-5p) dollars. It costs Kendra 10 to make each bouquet and she pays 2,500 in other monthly expenses. This means that her monthly costs are 10(350-5p)+2,500 dollars. So, if she charges p dollars for each bouquet, her monthly profit in dollars will be p(350-5p)-(10(350-5p)+2,500) This expression can be simplified to -5p^2+400p-6,000 and then written in factored form as -5(p-20)(p-60) What do the numbers 20 and 60 represent in the expression? the price for each bouquet that will maximize Kendra's monthly profit, and the number of bouquets she can sell at that price the prices Kendra can charge for each bouquet to exactly break even Kendra's minimum and maximum monthly profit in dollars the number of bouquets Kendra can sell, and her monthly profit in dollars, if she charges 40 for each bouquet