Question
Initially assume that the individual has a wage rate of $10 and no other sources of income. In the chart below, there are 16 hours
Initially assume that the individual has a wage rate of $10 and no other sources of income. In the chart below, there are 16 hours each day to devote to leisure or working (the other 8 hours are spent sleeping).
Leisure hours per day | Value of an additional leisure hour | Working hours | Daily income | Value of $1 additional dollar |
$280 | 5 | |||
$240 | 6 | |||
$200 | 7 | |||
0 | 600 utils | 16 | $160 | 9 |
2 | 500 utils | 14 | $140 | 15 |
4 | 400 utils | 12 | $120 | 25 |
6 | 300 utils | 10 | $100 | 35 |
8 | 200 utils | 8 | $80 | 45 |
10 | 100 utils | 6 | $60 | 55 |
12 | 50 utils | 4 | $40 | 65 |
1. What is the optimal number of working hours? (choose whichever is best from 2, 4, 6, 8, 10 or 12). Explain your reasoning.
2. If she gets $40 per day in inherited income, what is the new optimum? Explain.
3. Suppose her wage goes up to $20 per hour (and she doesn't inherit the $40 per day)? What is the new optimum? Explain why.
4. Explain the income and substitution effect in this context.
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