70. Business. Use the graph to identify the maximum revenue for the company and the corresponding advertising costs that produce maximum revenue.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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### For Exercises 69 and 70, refer to the following:

A company’s total revenue \( R \) (in millions of dollars) is related to its advertising costs \( x \) (in thousands of dollars). The relationship between revenue \( R \) and advertising costs \( x \) is illustrated in the graph.

#### Graph Description:
- The x-axis represents advertising costs in thousands of dollars, ranging from 0 to 600.
- The y-axis represents revenue in millions of dollars, ranging from 0 to 50.
- The graph shows a curve that initially rises, reaches a peak, and then declines. 

### Exercise 69. Business. 
Analyze the graph of the revenue function.

**a.** Determine the intervals on which revenue is increasing and those on which it is decreasing.

**b.** Identify the zeros of the function. Interpret the meaning of zeros for this function.

### Exercise 70. Business.
Use the graph to identify the maximum revenue for the company and the corresponding advertising costs that produce maximum revenue.
Transcribed Image Text:### For Exercises 69 and 70, refer to the following: A company’s total revenue \( R \) (in millions of dollars) is related to its advertising costs \( x \) (in thousands of dollars). The relationship between revenue \( R \) and advertising costs \( x \) is illustrated in the graph. #### Graph Description: - The x-axis represents advertising costs in thousands of dollars, ranging from 0 to 600. - The y-axis represents revenue in millions of dollars, ranging from 0 to 50. - The graph shows a curve that initially rises, reaches a peak, and then declines. ### Exercise 69. Business. Analyze the graph of the revenue function. **a.** Determine the intervals on which revenue is increasing and those on which it is decreasing. **b.** Identify the zeros of the function. Interpret the meaning of zeros for this function. ### Exercise 70. Business. Use the graph to identify the maximum revenue for the company and the corresponding advertising costs that produce maximum revenue.
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