A self-sufficient farmer's production possibility frontier shows the different combinations of grain and free time they can achieve. Suppose a new technology allows the farmer to produce more grain for every hour of work. The farmer then chooses a new optimal combination where they consume more grain AND have more free time than before. Which of the following statements best analyzes the change in the farmer's standard of living?

Evaluating Standard of Living Scenarios

Consider a self-sufficient individual whose standard of living is defined by the combination of grain they consume and the free time they enjoy. If this individual adopts a new work plan that results in a greater amount of consumed grain, it can be concluded with certainty that their standard of living has improved.

Defining Standard of Living in a Two-Good Model

A self-sufficient individual's standard of living is determined by the combination of two goods: units of grain consumed and hours of free time. Their current situation (Baseline) is 50 units of grain and 16 hours of free time per day. For each of the alternative scenarios below, match it to the correct description of the change in the individual's standard of living relative to the Baseline, assuming we do not know their specific preferences for grain versus free time.

Analyzing Changes in Standard of Living

In an economic model where an individual makes a trade-off between labor (to produce grain) and leisure, their standard of living is not solely defined by the total grain produced or the total leisure taken, but by the specific ________ of grain consumed and free time enjoyed at their chosen point on the feasible frontier.

A self-sufficient individual's standard of living is determined by the combination of grain they consume and their hours of free time. This individual's personal preferences are such that they feel equally well-off if they trade 1 hour of free time for exactly 3 additional units of grain. Analyze the following potential outcomes and arrange them in order from the one representing the HIGHEST standard of living to the one representing the LOWEST.

Comparing Production Plans

Evaluating an Optimal Work-Leisure Choice

Figure 5.8 - Summary of Angela's Outcome