A university student has a fixed budget of £240 for social activities during the term. The student must choose between two options: nights out with friends, which cost £16 each, and cinema trips, which cost £10 each. Based on these prices, what is the opportunity cost for the student of choosing to go on one additional night out?

A university student has a fixed budget of £240 for social activities during the term. The student can choose between two options: nights out with friends, which cost £16 each, and cinema trips, which cost £10 each. Which of the following combinations of activities is both affordable and spends the student's entire budget?

Formulating a Budget Equation

Analyzing a Change in Spending Power

A student has a fixed budget of £240 to spend on two goods: nights out (£16 each) and cinema trips (£10 each). If the price of a cinema trip rises to £12, while the budget and the price of a night out stay the same, how does this alter the student's budget constraint line on a graph?

A university student allocates a fixed budget of £240 for social activities. Nights out are priced at £16 each, and cinema trips are £10 each. Given this budget, if the student chooses to go on 5 nights out, they will have exactly enough money remaining to also afford 16 cinema trips.

A university student has a fixed budget of £240 for social activities during the term. The student must choose between two options: nights out with friends, which cost £16 each, and cinema trips, which cost £10 each. The student considers several combinations of activities. Which of the following combinations is impossible for the student to afford?

A university student has a fixed budget of £240 for social activities. Nights out with friends cost £16 each, and cinema trips cost £10 each. If the student decides they want to go on exactly 8 cinema trips, what is the maximum number of nights out they can afford with the remaining budget?

Analyzing a Non-Monetary Change to a Budget

Evaluating a Special Offer