Write a method called printPowersOfN that accepts a base and a maximum exponent as arguments. The method prints each power of the base from 0 up to that maximum exponent, inclusive. For example:printPowersOfN(4, 3); // should output 1 4 16 64This calculates 40, 41, 42, and 43. printPowersOfN(5, 6); // should output 1 5 25 125 625 3125 15625This calculates 50, 51, 52, 53, 54, 55, and 56.printPowersOfN(–2, 8); // should output 1 –2 4 –8 16 -32 64 –128 256 Both arguments are integers. You may assume that the maximum exponent passed to printPowersOfN has a value of 0 or greater. The Math class may help you with this problem! If you use it, you may need to cast its results from double to int so that you don’t see a .0 after each number in your output. You may also write this program without using the Math class. Either solution is acceptable so long as it displays the correct output. Please use the three sample calls in your submitted program run. You are welcome to include additional calls, with other values, after these three. Your program must work for other valid integers besides those listed in the sample calls. Rubric:Student name and date is in a comment on the first line of the program: -5 points if failsThe three sample calls are included in program output: -3 points if failsprintPowersOfN defined with appropriate argument data types: 3 pointsprintPowersOfN loop: 2 pointsprintPowersOfN calculations: 2 pointsProgram structure, program works correctly: 3 point*please follow rubric **Description:**This educational content explains how to implement a method called `printPowersOfN` in a programming context. The method takes two integer arguments: a base and a maximum exponent. It prints all powers of the base from 0 up to the specified maximum exponent.**Example Implementations:**1. `printPowersOfN(4, 3);` - **Expected Output:** `1 4 16 64` - **Explanation:** This calculates \(4^0, 4^1, 4^2,\) and \(4^3\).2. `printPowersOfN(5, 6);` - **Expected Output:** `1 5 25 125 625 3125 15625` - **Explanation:** This calculates \(5^0, 5^1, 5^2, 5^3, 5^4, 5^5,\) and \(5^6\).3. `printPowersOfN(-2, 8);` - **Expected Output:** `1 -2 4 -8 16 -32 64 -128 256` - **Explanation:** This calculates \((-2)^0, (-2)^1, (-2)^2, ..., (-2)^8\).**Constraints:**- Both arguments, base and maximum exponent, must be integers.- The maximum exponent should be zero or a positive integer.**Technical Considerations:**- Utilizing the Math class can aid in calculations, especially for handling powers.- Care must be taken to convert results from double to integer if using a method that results in decimals.- An alternative implementation without the Math class is acceptable if it produces accurate output.**Programming Instructions:**- Include the three sample method calls in your submitted program.- Additional test calls with different values are permitted, but ensure the program supports any valid integer inputs.**Rubric:**- **Commenting:** Student name and date should be present as a comment on the program's first line. Missing this will result in a deduction of 5 points.- **Sample Calls:** The inclusion of the three sample calls in the program is mandatory. Failure to do so will incur a 3-point penalty.- **Method Definition:** Correctly defining `printPowersOfN` with appropriate data types earns 3 points.- **Loop Implementation:** Proper use

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Answered: a method called printPowersOfN that…

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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Question

Write a method called printPowersOfN that accepts a base and a maximum exponent as arguments. The method prints each power of the base from 0 up to that maximum exponent, inclusive.

For example:

printPowersOfN(4, 3); // should output 1 4 16 64

This calculates 4⁰, 4¹, 4², and 4³.

printPowersOfN(5, 6); // should output 1 5 25 125 625 3125 15625
This calculates 5⁰, 5¹, 5², 5³, 5⁴, 5⁵, and 5⁶.

printPowersOfN(–2, 8); // should output 1 –2 4 –8 16 -32 64 –128 256

Both arguments are integers. You may assume that the maximum exponent passed to printPowersOfN has a value of 0 or greater.

The Math class may help you with this problem! If you use it, you may need to cast its results from double to int so that you don’t see a .0 after each number in your output. You may also write this program without using the Math class. Either solution is acceptable so long as it displays the correct output.

Please use the three sample calls in your submitted program run. You are welcome to include additional calls, with other values, after these three. Your program must work for other valid integers besides those listed in the sample calls.

Rubric:

Student name and date is in a comment on the first line of the program: -5 points if fails
The three sample calls are included in program output: -3 points if fails
printPowersOfN defined with appropriate argument data types: 3 points
printPowersOfN loop: 2 points
printPowersOfN calculations: 2 points
Program structure, program works correctly: 3 point

*please follow rubric

**Description:**

This educational content explains how to implement a method called `printPowersOfN` in a programming context. The method takes two integer arguments: a base and a maximum exponent. It prints all powers of the base from 0 up to the specified maximum exponent.

**Example Implementations:**

1. `printPowersOfN(4, 3);`
- **Expected Output:** `1 4 16 64`
- **Explanation:** This calculates \(4^0, 4^1, 4^2,\) and \(4^3\).

2. `printPowersOfN(5, 6);`
- **Expected Output:** `1 5 25 125 625 3125 15625`
- **Explanation:** This calculates \(5^0, 5^1, 5^2, 5^3, 5^4, 5^5,\) and \(5^6\).

3. `printPowersOfN(-2, 8);`
- **Expected Output:** `1 -2 4 -8 16 -32 64 -128 256`
- **Explanation:** This calculates \((-2)^0, (-2)^1, (-2)^2, ..., (-2)^8\).

**Constraints:**

- Both arguments, base and maximum exponent, must be integers.
- The maximum exponent should be zero or a positive integer.

**Technical Considerations:**

- Utilizing the Math class can aid in calculations, especially for handling powers.
- Care must be taken to convert results from double to integer if using a method that results in decimals.
- An alternative implementation without the Math class is acceptable if it produces accurate output.

**Programming Instructions:**

- Include the three sample method calls in your submitted program.
- Additional test calls with different values are permitted, but ensure the program supports any valid integer inputs.

**Rubric:**

- **Commenting:** Student name and date should be present as a comment on the program's first line. Missing this will result in a deduction of 5 points.
- **Sample Calls:** The inclusion of the three sample calls in the program is mandatory. Failure to do so will incur a 3-point penalty.
- **Method Definition:** Correctly defining `printPowersOfN` with appropriate data types earns 3 points.
- **Loop Implementation:** Proper use

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