3. Swedish Automobiles Are the Best (SAAB) sells two types of vehicles: a truck and a car. The monthly inverse demand or price equation for trucks is estimated as P₁= 65 -0.05Q, (where Qt is the number of trucks sold and Pt is the price per truck in thousands). For cars is: Pe=55-0.1Qc. It costs SAAB $27 (thousand) to produce each additional truck and $21 (thousand) to produce each additional car, so MC, = 27 and MC. = 21. Assume no fixed cost so TC= = MC X Q. . . . . State the total profit equation AND marginal profit for trucks: Determine the profit-maximizing output for trucks (Q) and compute the total profit that SAAB will earn from selling this quantity of trucks: State the total profit equation AND marginal profit for cars: Determine the profit-maximizing output for cars (Q.) and compute the total profit that SAAB will earn from selling this quantity of cars:
3. Swedish Automobiles Are the Best (SAAB) sells two types of vehicles: a truck and a car. The monthly inverse demand or price equation for trucks is estimated as P₁= 65 -0.05Q, (where Qt is the number of trucks sold and Pt is the price per truck in thousands). For cars is: Pe=55-0.1Qc. It costs SAAB $27 (thousand) to produce each additional truck and $21 (thousand) to produce each additional car, so MC, = 27 and MC. = 21. Assume no fixed cost so TC= = MC X Q. . . . . State the total profit equation AND marginal profit for trucks: Determine the profit-maximizing output for trucks (Q) and compute the total profit that SAAB will earn from selling this quantity of trucks: State the total profit equation AND marginal profit for cars: Determine the profit-maximizing output for cars (Q.) and compute the total profit that SAAB will earn from selling this quantity of cars:
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
ASKING LAST TWO:
c. Find marginal profit and total profit equation for cars
d. Determine output (Q) to maximize profit for cars. Compute total profit from selling quantity of cars Q

Transcribed Image Text:3. Swedish Automobiles Are the Best (SAAB) sells two types of vehicles: a truck and a car.
The monthly inverse demand or price equation for trucks is estimated as P. = 65 -0.05Q.
(where Qt is the number of trucks sold and Pt is the price per truck in thousands). For cars is:
Pe=55-0.1Qc. It costs SAAB $27 (thousand) to produce each additional truck and $21
(thousand) to produce each additional car, so MCt = 27 and MC. = 21. Assume no fixed
cost so TCMC x Q.
.
State the total profit equation AND marginal profit for trucks:
Determine the profit-maximizing output for trucks (Q) and compute the total profit that
SAAB will earn from selling this quantity of trucks:
State the total profit equation AND marginal profit for cars:
• Determine the profit-maximizing output for cars (Q.) and compute the total profit that
SAAB will earn from selling this quantity of cars:
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