5.12
A budget constraint represents the various product combinations a consumer may purchase with their current income and prevailing prices.
For example, Nancy has a weekly budget of twenty dollars for snacks and skincare products. Snacks cost five dollars each, and skincare products are ten dollars each.
The budget constraint, as shown in the Table, is what Nancy can buy with her twenty dollars.
Graphically, the budget constraint is depicted and referred to as a budget line.
In Nancy's case, the x-axis represents the quantity of snacks, and the y-axis represents the quantity of skincare products.
If Nancy spends all twenty dollars on snacks, the x-intercept shows she can buy four units.
If she spends everything on skincare products, the y-intercept shows she can buy two units.
The two points are joined to get the budget line.
The tradeoff in her ability to afford these two products is the ratio of the two prices. Buying one less skin care product allows her to afford two additional snacks. If prices do not change, this tradeoff ratio remains constant across all affordable combinations of products purchased. This creates a straight-line budget curve.
Budget constraint helps to describe the combinations of products a consumer can afford to buy with their limited income.
For instance, a student receives a weekly allowance of $100. He spends this on purchasing books and snacks. A book costs $20 and a snack costs $5. The student can purchase different combinations of these two products. For example, he can buy four books and four snacks. Alternatively, he can buy three books and eight snacks. Each of these combinations costs exactly $100, representing the student's budget constraint.
Budget Line
The graphical representation of budget constraint is referred to as a budget line. The intercept on the x-axis represents the quantity of one good that can be bought by spending the entire amount on that good at current prices. For example, if the student spends all $100 to purchase only books at $20 each, the x-intercept shows five books. Similarly, the intercept on the y-axis represents the quantity of the second product that can be bought by spending the entire budget on that good. Here, the student could spend all $100 to buy 20 snacks at $5 each. The line that connects these two points is the budget line. It shows all the combinations of the two products the consumer can afford with their $100 allowance.
A budget constraint represents the various product combinations a consumer may purchase with their current income and prevailing prices.
For example, Nancy has a weekly budget of twenty dollars for snacks and skincare products. Snacks cost five dollars each, and skincare products are ten dollars each.
The budget constraint, as shown in the Table, is what Nancy can buy with her twenty dollars.
Graphically, the budget constraint is depicted and referred to as a budget line.
In Nancy's case, the x-axis represents the quantity of snacks, and the y-axis represents the quantity of skincare products.
If Nancy spends all twenty dollars on snacks, the x-intercept shows she can buy four units.
If she spends everything on skincare products, the y-intercept shows she can buy two units.
The two points are joined to get the budget line.
The tradeoff in her ability to afford these two products is the ratio of the two prices. Buying one less skin care product allows her to afford two additional snacks. If prices do not change, this tradeoff ratio remains constant across all affordable combinations of products purchased. This creates a straight-line budget curve.
From Chapter 5:
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