You have $150 to spend on food and clothing. The price of food and clothing are $5 and
$15 respectively.
(a) Write down the equation for the budget line, and graph it.
(b) Suppose that the government subsidizes clothing such that each unit of clothing is
half-price, up to the rst 6 units of clothing. More than 6 units of clothing purchase
is still priced at $15 per unit. Write down the equation for the budget line under this
subsidy, and graph this new budget constraint.
Draw the budget constraints for (a) and (b) separately. In all your graphs, label both axes,
and numerical value of intercepts on both axes.
You have $150 to spend on food and clothing. The price of food and clothing are...
You have $20 to spend on food and clothing. The price of food is $1 and the price of clothing is $2. Suppose that the government subsidizes clothing such that each unit of clothing is half-price, up to the first 5 units of clothing. Graph your budget constraint in this circumstance. (Plot the quantity of food on vertical axis)
. A family in Ethiopia has $100 to spend on food and all other goods for the entire year of 2018. The price of food is $2.00 per kilogram (let’s assume that all food is the same). The price of all other goods is $1.00 per unit. Write the equation for the household’s budget constraint for the year, with income on the left-hand side of the equation. Fill in the following chart so that the quantity purchased on each horizontal...
Harry has $100 to spend on either vegetable or meat. The price of 1 kilogram of vegetable is $5, while the price of 1 kilogram of meat is $10. Instead of $100, now Harry has $200 income to spend. (d.i) Write down his new budget constraint equation. (d.ii) Plot new budget constraint(specify the intercepts and the slope). Following part (d), suppose now the price of 1 kilogram of vegetable has increased to $10. The price of meat stays the same....
Problem 1 You have an income of $50 to spend on two commodities. The price of commodity 2 is constant at $1. Assume that whatever you purchase, you must consume 1. The price of commodity 1 is $2 for the first 15 units, but $1 for each additional unit exceeding 15. Draw the budget set. 2. Suppose now that the price of good 1 is constant at $2. The government taxes $2 per unit on commodity 1 and 5% per...
A consumer has an income of $1,000 to spend on food and medicine. The price of one unit of food is $5 and the price of one unit of medicine is $10. For each question, write down the mathematical expression of the budget constraint and draw it carefully. Put food on the x-axis and medicine on the y-axis. Label the incercepts, slopes, and kinks. 1. Suppose the consumer receives coupons for 50 units of food and those can only be...
The Smith family has $1,000 per month to spend on food and other goods. (The two goods are food and dollars spent on all other goods. If you want, just assume that the prices of food and other goods are both $1.) Graph each budget constraint and write the equation. The units for the budget constraint will be dollars spent on food and dollars spent on all other goods. (Note: Some equations or lines may be defined piecewise/have multiple parts....
1) You make $2,000 a month. You can spend this income on two goods: food, which costs $10 a unit; and "all other goods" which costs $5 a unit. a) Draw your budget constraint for a given month in a graph. Be sure to label all relevant points (y-intercept, x-intercept and slope) on the graph with their values. b) Shade in the area that you could possibly choose given your budget. Write a few sentences explaining why that area is...
9 kmlv.github.io Question 2: A consumer has an income of $1,000 to spend on food and medicine. The price of one unit of food is $5 and the price of one unit of medicine is $10. For each question, write down the mathematical expression of the budget constraint and draw it carefully. Put food on the x-axis and medicine on the y-axis. Label the incercepts,slopes, and kinks. 1. Suppose the consumer receives coupons for 50 units of food and those...
- H u y | | | | - 2. Xin is a foodie and loves to spend all his money on food(x) and drinks(Y). As we know, the price of food and drinks are $8 and $3 per unit respectively. Please answer the following questions. A. Assume that Xin has 168 dollars, please write down his budget constraint and make a graph of it. Slope and intercepts have to be marked clearly. B. Xin's utility function is U =...
Suppose you have drawn a consumer's budget line for food and clothing with food on the horizontal axis and clothing on the vertical axis. If the price of food increases, A. the budget line shifts outward in a parallel fashion. B. the budget line becomes flatter. C. the budget line becomes steeper. D. the budget line shifts inward in a parallel fashion.