Consider a pizzeria that sell pizzas for a revenue of R(x) = ax and total cost of C'(x) = b + cx + dx², where a represents the number of pizzas sold. ▾ Part 1 Find the profit function for the pizzeria and find how many pizzas will give the largest profit. a. The profit function is P(x) = ax cx-b-dx² help (formulas) b. The number of pizzas that will give the largest profit is x = help (formulas)

Q: 29. Y = tanx 2x²+1

A:

Q: Given f(x) = + 5, find the domain and range of f-'(x). %3D X – 3

A:

Q: Find the average rates of change of C(x) (i) from x = 100 to x =103 and (ii) from x =100 to x = 101.…

A: The profit Px you get from fixing x devices is given by the equation Px=-1000+12x+0.05x2.

Q: Integrate

A:

Q: Find Y = Coth 1 (x)

A: Given that y=coth-1x find dydx

Q: y = ln(5t³ - 6) y = ln(4- 3x²)

A: y=ln⁡(5t3−6)

Q: XL - Eλ = (x)6 ^ = (x),6

A:

Q: ntiate and s

A: the given function is  f(x)=ln6x+7

Q: R(p) = 600p - 6p^2 maximum revenue is 15,000 how many units are sold at this price?

A:

Q: A drug was administered and the function is:  N(t) = 200(0.85)^(x-1), which represents the amount…

A:

Q: Differentiate the given function. y = (9x + 4) y'=D %3D

A: