3. Scientific notation is a way to express numbers that are too large in a more convenient decimal form. Here is an example of a number written in scientific notation: 3.926*10^4 --> 39260 Write a program that given a positive non-zero whole number outputs the number in scientific notation. Input from the keyboard a pair of numbers B and E, where B is the base number and E is the power of 10. B is greater than one but less than 10, and E will be in the range of [-10,10]. Assume proper input. Output to the screen the result rounded to two decimal places using the formatting shown below. Trailing zeros after the decimal point is required. Finally, ask the user if he/she wishes to run the program again (check case). Refer to the sample output below. Sample Run: Enter the base number: 4.296 Enter the power of 10: 3 4.296 * 10^3 = 4296.00 Run again (Y/N): y Enter the base number: 3.8 Enter the power of 10: -2 3.8*10^-2 = 0.04
3. Scientific notation is a way to express numbers that are too large in a more convenient decimal form. Here is an example of a number written in scientific notation: 3.926*10^4 --> 39260 Write a program that given a positive non-zero whole number outputs the number in scientific notation. Input from the keyboard a pair of numbers B and E, where B is the base number and E is the power of 10. B is greater than one but less than 10, and E will be in the range of [-10,10]. Assume proper input. Output to the screen the result rounded to two decimal places using the formatting shown below. Trailing zeros after the decimal point is required. Finally, ask the user if he/she wishes to run the program again (check case). Refer to the sample output below. Sample Run: Enter the base number: 4.296 Enter the power of 10: 3 4.296 * 10^3 = 4296.00 Run again (Y/N): y Enter the base number: 3.8 Enter the power of 10: -2 3.8*10^-2 = 0.04
Computer Networking: A Top-Down Approach (7th Edition)
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![3. Scientific notation is a way to express numbers that are too large in a more convenient decimal form.
Here is an example of a number written in scientific notation:
Write a program that given a positive non-zero whole number outputs the number in scientific notation.
Input from the keyboard a pair of numbers B and E, where B is the base number and E is the power of
10. B is greater than one but less than 10, and E will be in the range of [-10,10]. Assume proper input.
Output to the screen the result rounded to two decimal places using the formatting shown below.
Trailing zeros after the decimal point is required. Finally, ask the user if he/she wishes to run the
program again (check case). Refer to the sample output below.
Sample Run:
3.926*10^4 --> 39260
Enter the base number: 4.296
Enter the power of 10: 3
4.296*10^3 = 4296.00
Run again (Y/N): y
Enter the base number: 3.8
Enter the power of 10: -2
*
3.8 10^-2 = 0.04](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8e7c4d7d-ede9-4b81-8e82-325ff8e9546c%2F0a96b9fb-21bb-4eb2-a2a8-82ad056c8594%2Fl5if593_processed.png&w=3840&q=75)
Transcribed Image Text:3. Scientific notation is a way to express numbers that are too large in a more convenient decimal form.
Here is an example of a number written in scientific notation:
Write a program that given a positive non-zero whole number outputs the number in scientific notation.
Input from the keyboard a pair of numbers B and E, where B is the base number and E is the power of
10. B is greater than one but less than 10, and E will be in the range of [-10,10]. Assume proper input.
Output to the screen the result rounded to two decimal places using the formatting shown below.
Trailing zeros after the decimal point is required. Finally, ask the user if he/she wishes to run the
program again (check case). Refer to the sample output below.
Sample Run:
3.926*10^4 --> 39260
Enter the base number: 4.296
Enter the power of 10: 3
4.296*10^3 = 4296.00
Run again (Y/N): y
Enter the base number: 3.8
Enter the power of 10: -2
*
3.8 10^-2 = 0.04
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