A consumer has income equal to $1,000, to spend on two goods, X and Y, where price of good X is $20 per unit, and price of good Y is $50 per unit. The X-intercept of the consumer's budget constraint has __ units and the Y-intercept of the consumer's budget constraint has __ units.

A consumer has an income of $10,000 to spend on two goods, X and Y, where the price ofgood X is $500 per unit, and the price of good Y is $1 per unit. The marginal rate ofsubstitution is given by the formula Y/X. How many units of good Y does this consumeroptimally consume?

For a consumer, the price of good 1 is $5 per unit for the first 5 units, then the price drops to $1 per unit for every unit purchased thereafter. The price of good 2 is $1 per unit. The consumer has an income of $50. If good 1 is represented on the x-axis and good 2 on the y-axis, the slope of the budget constraint at x1 = 3 is:

A consumer has a budget of $3000 in a given period, and wishes to buy two goods, X and Y, so as to maximise his utility. The price of good X is $5 and the price of good Y is $2, and his MRS is given by the formula 2Y/X. How many units of good X will he buy in that period?

Consider the budget set for a consumer with income of 100 facing the following prices. The price for the first five units of good 1 is $10 (per unit) If the consumer buys more than five units, the price is $5 for any subsequent unit purchased. If the consumer buys 2 units of good 2 at a price of $10 a unit and is on her budget constraint, how many units of good 1 does she buy?Group of answer choices7891011

Examining the budget constraint for a household with clothing on the vertical axis and food on the horizontal axis, the vertical intercept of the budget line represents:Multiple choice question.the price of food.the quantity of clothing purchased if all income is spent on clothing.the quantity of food purchased if all income is spent on food.the price of clothing.