An economy is currently at it's steady state. Their depreciation rate is 10.5% and their capital stock is 1,237. What will be their level of investment? Do not round until your final answer, when you may round to two decimal places.

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**Question: Steady State Economy Investment Calculation**

An economy is currently at its steady state. Their depreciation rate is 10.5% and their capital stock is 1,237. What will be their level of investment?

**Instructions:** 
Do not round until your final answer, when you may round to two decimal places.

**Answer Box:**
[        ]
Transcribed Image Text:**Question: Steady State Economy Investment Calculation** An economy is currently at its steady state. Their depreciation rate is 10.5% and their capital stock is 1,237. What will be their level of investment? **Instructions:** Do not round until your final answer, when you may round to two decimal places. **Answer Box:** [ ]
**Marginal Product of Labor Calculation**

The marginal product of labor for a firm is given by the formula:
\[ \text{MPL} = 118 - 3H \]

where \( H \) represents the number of hours they hire workers to work. 

**Example Calculations:**
- The marginal product of the first hour of labor would be:
  \[ \text{MPL} = 118 - 3 \times 1 = 115 \]
  
- The marginal product of the second hour of labor would be:
  \[ \text{MPL} = 118 - 3 \times 2 = 112 \]

**Problem Statement:**

If the market wage is $19 per hour, how many hours of labor will this firm hire?

*Instructions:*
- Round your final answer to two decimal places.

*Response Box:*
_______

**Solution Outline:**

1. Set up the equation where the marginal product of labor (MPL) is equal to the market wage:
\[ 118 - 3H = 19 \]

2. Solve for \( H \):
\[ 118 - 19 = 3H \]
\[ 99 = 3H \]
\[ H = \frac{99}{3} \]
\[ H = 33 \]

Therefore, the firm will hire 33 hours of labor.
Transcribed Image Text:**Marginal Product of Labor Calculation** The marginal product of labor for a firm is given by the formula: \[ \text{MPL} = 118 - 3H \] where \( H \) represents the number of hours they hire workers to work. **Example Calculations:** - The marginal product of the first hour of labor would be: \[ \text{MPL} = 118 - 3 \times 1 = 115 \] - The marginal product of the second hour of labor would be: \[ \text{MPL} = 118 - 3 \times 2 = 112 \] **Problem Statement:** If the market wage is $19 per hour, how many hours of labor will this firm hire? *Instructions:* - Round your final answer to two decimal places. *Response Box:* _______ **Solution Outline:** 1. Set up the equation where the marginal product of labor (MPL) is equal to the market wage: \[ 118 - 3H = 19 \] 2. Solve for \( H \): \[ 118 - 19 = 3H \] \[ 99 = 3H \] \[ H = \frac{99}{3} \] \[ H = 33 \] Therefore, the firm will hire 33 hours of labor.
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