Q: A student can buy healthy foods ($$5 each) and party foods (3 $$each) with a $150 budget. If she buys 10 healthy foods, how many party foods can she buy?

$$\frac{150 - (10 \times 5)}{3} = \frac{100}{3} \approx 33$$ party foods

Question 1

According to Robbins' definition, what are the two recurring themes in economics as applied to health?

Accepted Answer

Scarcity and competing goals, desires, ends

Question 2

A student has a monthly food budget of $$150. Healthy foods cost 5 $$each and party foods cost $3 each. If the student buys 18 healthy foods and 20 party foods, what is the total amount spent?

Accepted Answer

$$90 on healthy foods and 60 on $$party foods, totaling $150

Question 3

What is the opportunity cost of a student switching from buying 30 healthy foods to buying 20 party foods, given the prices and budget constraints?

Accepted Answer

The opportunity cost is the 12 healthy foods forgone

Question 4

Which of the following best describes 'opportunity cost' in the context of personal health choices?

Accepted Answer

The forgone benefit from the option not chosen

Question 5

If a student spends all her food budget on party foods, how many party foods can she buy?

Accepted Answer

50 party foods

Question 6

Which equation correctly represents the budget constraint for buying healthy foods ($$5 each) and party foods (3 $$each) with a $150 budget?

Accepted Answer

$$5x + 3y$$ = $$150$$

Question 7

Which of the following is NOT a non-biological factor influencing health according to the study materials?

Accepted Answer

Genetic predisposition

Question 8

How do prices and income influence health outcomes?

Accepted Answer

They affect the ability to purchase health-related goods and services

Question 9

A student is considering two options: buying only healthy foods or only party foods. What is the maximum number of healthy foods she can buy with her $150 budget?

Accepted Answer

30 healthy foods

Question 10

Which of the following best illustrates the concept of scarcity in health economics?

Accepted Answer

Limited resources must be allocated among competing health needs

Question 11

If the price of healthy foods increases to $$6 each, how many healthy foods can a student buy with a 150 $$budget?

Accepted Answer

$$\frac{150}{6} = 25$$ healthy foods

Question 12

Which of the following is an example of a health disparity?

Accepted Answer

Differences in health outcomes due to education and income

Question 13

Which factor is most likely to affect both the demand for and supply of health care?

Accepted Answer

Price of health goods

Question 14

A student can buy healthy foods ($$5 each) and party foods (3 $$each) with a $150 budget. If she buys 10 healthy foods, how many party foods can she buy?

Accepted Answer

$$\frac{150 - (10 	imes 5)}{3} = \frac{100}{3} \approx 33$$ party foods

Question 15

Which of the following is a direct application of economic concepts to health?

Accepted Answer

Evaluating alternative treatment options based on cost and benefit

Question 16

Which of the following would NOT be considered when allocating scarce health resources?

Accepted Answer

Personal hobbies unrelated to health

Question 17

If a student wants to maximize the number of foods purchased with $150, which combination should she choose?

Accepted Answer

Buy only party foods ($3 each) for a total of 50 foods

Question 18

Which of the following best explains why income disparities can lead to differences in health outcomes?

Accepted Answer

Higher income allows greater access to health goods and services

Question 19

Which formula would you use to calculate the number of party foods ($$y) a $$student can buy if she spends $$x on $$healthy foods ($$5 each) and has a total budget of B$?

Accepted Answer

$$y = \frac{B - 5x}{3}$$

Question 20

Which of the following is most likely to increase the demand for health services?

Accepted Answer

An increase in education and income

Economic Aspects of Health: Key Concepts and Applications

Guida di studio - Domande di pratica

Study guide - Flashcard