Imagine a consumer has a monthly income of $200. They want to spend this income on two goods: books and movies. The price of a book is $10, and the price of a movie ticket is $20. The budget constraint equation represents all the combinations of books (B) and movies (M)that the consumer can purchase with their income. The equation is: 10B + 20M = 200 Where: (10) is the price of one book. (B) is the quantity of books. (20) is the price of one movie ticket. (M) is the quantity of movie tickets. (200) is the total income. What is the slope of the budget line? Question 26Answer a. 2.0 b. 0.75 c. 1.5 d. 0.5
Imagine a consumer has a monthly income of $200. They want to spend this income on two goods: books and movies. The price of a book is $10, and the price of a movie ticket is $20. The budget constraint equation represents all the combinations of books (B) and movies (M)that the consumer can purchase with their income. The equation is: 10B + 20M = 200 Where: (10) is the price of one book. (B) is the quantity of books. (20) is the price of one movie ticket. (M) is the quantity of movie tickets. (200) is the total income. What is the slope of the budget line? Question 26Answer a. 2.0 b. 0.75 c. 1.5 d. 0.5
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
Imagine a consumer has a monthly income of $200. They want to spend this income on two goods: books and movies. The price of a book is $10, and the price of a movie ticket is $20. The budget constraint equation represents all the combinations of books (B) and movies (M)that the consumer can purchase with their income. The equation is: 10B + 20M = 200
Where:
(10) is the price of one book.
(B) is the quantity of books.
(20) is the price of one movie ticket.
(M) is the quantity of movie tickets.
(200) is the total income.
What is the slope of the budget line?
Question 26Answer
a.
2.0
b.
0.75
c.
1.5
d.
0.5
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