5. Bob budgets $24 a week for entertainment. He splits his time between going to the movies and going to the gym. Based upon the information contained below, find Bob's utility maximizing point. First: Complete the budget constraint. (Determine what combinations are possible.) Income: $24 Movie Price: $6 Gym Session Price: $3 Movies Gym Sessions Second: Complete this chart and use it to determine the utility maximizing point. Total MU MU Utility Gym Total MU MU per $ Movies per $ Visits Utility 0. 0. 30 50 55 85 3. 76 3 115 4 92 4. 107 103 5. 111 6. 114 7 115

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Bob budgets $24 a week for entertainment. He splits his time between going to the movies and going to the gym. Based upon the information contained below, find Bob's utility maximizing point.

First: Complete the budget constraint. (Determine what combinations are possible.)

Table for Budget Constraint:
- Income: $24
- Movie Price: $6 per movie
- Gym Session Price: $3 per session

Movies | Gym Sessions
--- | ---
(blank) | (blank) 

Second: Complete this chart and use it to determine the utility maximizing point.

Movies Table:
- Movies: Number of movies attended
- Total Utility: Total satisfaction from attending movies
- MU: Marginal Utility (additional satisfaction from consuming one more movie)
- MU per $: Marginal Utility per dollar spent

| Movies | Total Utility | MU | MU per $ |
|--------|---------------|----|----------|
| 0      | 0             |    |          |
| 1      | 30            |    |          |
| 2      | 55            |    |          |
| 3      | 76            |    |          |
| 4      | 92            |    |          |
| 5      | 103           |    |          |

Gym Visits Table:
- Gym Visits: Number of gym sessions
- Total Utility: Total satisfaction from attending gym sessions
- MU: Marginal Utility (additional satisfaction from consuming one more session)
- MU per $: Marginal Utility per dollar spent

| Gym Visits | Total Utility | MU | MU per $ |
|------------|---------------|----|----------|
| 0          | 0             |    |          |
| 1          | 50            |    |          |
| 2          | 85            |    |          |
| 3          | 115           |    |          |
| 4          | 107           |    |          |
| 5          | 111           |    |          |
| 6          | 114           |    |          |
| 7          | 115           |    |          |
Transcribed Image Text:Bob budgets $24 a week for entertainment. He splits his time between going to the movies and going to the gym. Based upon the information contained below, find Bob's utility maximizing point. First: Complete the budget constraint. (Determine what combinations are possible.) Table for Budget Constraint: - Income: $24 - Movie Price: $6 per movie - Gym Session Price: $3 per session Movies | Gym Sessions --- | --- (blank) | (blank) Second: Complete this chart and use it to determine the utility maximizing point. Movies Table: - Movies: Number of movies attended - Total Utility: Total satisfaction from attending movies - MU: Marginal Utility (additional satisfaction from consuming one more movie) - MU per $: Marginal Utility per dollar spent | Movies | Total Utility | MU | MU per $ | |--------|---------------|----|----------| | 0 | 0 | | | | 1 | 30 | | | | 2 | 55 | | | | 3 | 76 | | | | 4 | 92 | | | | 5 | 103 | | | Gym Visits Table: - Gym Visits: Number of gym sessions - Total Utility: Total satisfaction from attending gym sessions - MU: Marginal Utility (additional satisfaction from consuming one more session) - MU per $: Marginal Utility per dollar spent | Gym Visits | Total Utility | MU | MU per $ | |------------|---------------|----|----------| | 0 | 0 | | | | 1 | 50 | | | | 2 | 85 | | | | 3 | 115 | | | | 4 | 107 | | | | 5 | 111 | | | | 6 | 114 | | | | 7 | 115 | | |
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