Question 1: A national food service runs concession stands at sporting events. Its marketing research department has found that at a price of $p per pizza the demand for pizzas is given approximately by p =35-5 ln(x) where x is the number of pizzas sold. If the concessionaire pays $16 for each pizza, estimate the maximum profit, P(max), the food service can make at a sporting event. the answer choices are:
A)$85.22
b)$82.22
C)$83.22
D)$84.22
E)$81.22
Question 2:
Determine if the limit Lim(x approaches 0) (3^(sinx) - 1)/(2x) exist, and if it does, find its value