I need to write a program called MaxArray.java that reads two int arrays and constructs a third array containing the maximum of the corresponding elements of the two given arrays.

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I need to write a program called MaxArray.java that reads two int arrays and constructs a third array containing the maximum of the corresponding elements of the two given arrays. (Hint: Math.max()). Output should be as picture shows
### Java Array Maximum Example

This example demonstrates a simple Java program used to compare two arrays and create a new array consisting of the maximum elements from each corresponding position.

#### Execution Command:
- `javalabs java MaxArray`

#### Output Explanation:

- **Size of Array:** 5
  - This indicates that each array contains five elements.

- **Array 1:** 
  - Elements: `2, 4, 6, 4, 1`
  
- **Array 2:** 
  - Elements: `3, 2, 7, 4, 6`

- **Array of Max:**
  - This array contains the maximum values from each position compared between Array 1 and Array 2.
  - Result: `3, 4, 7, 4, 6`

### Detailed Explanation:
- The program compares each corresponding pair of elements from Array 1 and Array 2.
- For each position, the greater value is selected and added to the "Array of Max."
- This process is repeated for all positions until the new array is completely populated with the maximum values.
Transcribed Image Text:### Java Array Maximum Example This example demonstrates a simple Java program used to compare two arrays and create a new array consisting of the maximum elements from each corresponding position. #### Execution Command: - `javalabs java MaxArray` #### Output Explanation: - **Size of Array:** 5 - This indicates that each array contains five elements. - **Array 1:** - Elements: `2, 4, 6, 4, 1` - **Array 2:** - Elements: `3, 2, 7, 4, 6` - **Array of Max:** - This array contains the maximum values from each position compared between Array 1 and Array 2. - Result: `3, 4, 7, 4, 6` ### Detailed Explanation: - The program compares each corresponding pair of elements from Array 1 and Array 2. - For each position, the greater value is selected and added to the "Array of Max." - This process is repeated for all positions until the new array is completely populated with the maximum values.
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