Output a half pyramid of stars with a height determined by the user. If the user enters a number less than one, exit. Write in java that will results like test case examples

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Output a half pyramid of stars with a height determined by the user. If the user enters a number less than one, exit. Write in java that will results like test case examples
**Test Case 7**

```
Enter a height:
30 [ENTER]
```

The program then displays a right-aligned triangle composed of asterisks (`*`). The height of the triangle, as specified by the user, is 30 rows. Each subsequent row increases by one asterisk, starting from one asterisk at the top.

```
+
*\n
**
***\n
****
*****\n
******
*******\n
********
*********\n
**********
***********\n
************
*************\n
**************
***************\n
****************
*****************\n
******************
*******************\n
********************
*********************\n
**********************
***********************\n
************************
*************************\n
**************************
***************************\n
****************************
*****************************
```

**Test Case 8**

```
Enter a height:
-32432 [ENTER]
```

The program outputs the message:

```
Height must be at least one.\n
```

This indicates that the input height was invalid since it was a negative number. The program enforces that the minimum acceptable height is 1.
Transcribed Image Text:**Test Case 7** ``` Enter a height: 30 [ENTER] ``` The program then displays a right-aligned triangle composed of asterisks (`*`). The height of the triangle, as specified by the user, is 30 rows. Each subsequent row increases by one asterisk, starting from one asterisk at the top. ``` + *\n ** ***\n **** *****\n ****** *******\n ******** *********\n ********** ***********\n ************ *************\n ************** ***************\n **************** *****************\n ****************** *******************\n ******************** *********************\n ********************** ***********************\n ************************ *************************\n ************************** ***************************\n **************************** ***************************** ``` **Test Case 8** ``` Enter a height: -32432 [ENTER] ``` The program outputs the message: ``` Height must be at least one.\n ``` This indicates that the input height was invalid since it was a negative number. The program enforces that the minimum acceptable height is 1.
**Test Case 1**

- Prompt: "Enter a height \n"
- Input: `5`
- Output:
  ```
  *
  **
  ***
  ****
  *****
  ```

**Test Case 2**

- Prompt: "Enter a height \n"
- Input: `1`
- Output:
  ```
  *
  ```

**Test Case 3**

- Prompt: "Enter a height \n"
- Input: `10`
- Output:
  ```
  *
  **
  ***
  ****
  *****
  ******
  *******
  ********
  *********
  **********
  ```

### Explanation

The program prompts the user to enter a height, which is a numerical value. This value determines the number of lines in a right-aligned pyramid of asterisks. Each line \( n \) contains \( n \) asterisks. The pattern continues until the specified height is reached. 

- In **Test Case 1**, a height of 5 results in a pyramid with 5 lines.
- In **Test Case 2**, a height of 1 results in a single line.
- In **Test Case 3**, a height of 10 results in a pyramid with 10 lines.

This pattern is useful for learning loops and basic output formatting in programming.
Transcribed Image Text:**Test Case 1** - Prompt: "Enter a height \n" - Input: `5` - Output: ``` * ** *** **** ***** ``` **Test Case 2** - Prompt: "Enter a height \n" - Input: `1` - Output: ``` * ``` **Test Case 3** - Prompt: "Enter a height \n" - Input: `10` - Output: ``` * ** *** **** ***** ****** ******* ******** ********* ********** ``` ### Explanation The program prompts the user to enter a height, which is a numerical value. This value determines the number of lines in a right-aligned pyramid of asterisks. Each line \( n \) contains \( n \) asterisks. The pattern continues until the specified height is reached. - In **Test Case 1**, a height of 5 results in a pyramid with 5 lines. - In **Test Case 2**, a height of 1 results in a single line. - In **Test Case 3**, a height of 10 results in a pyramid with 10 lines. This pattern is useful for learning loops and basic output formatting in programming.
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