thers and John A. Knox discovered that as the value of x gets larger, the value of the expression gets closer and closer to e. Write a program that evaluates this expression for x = 1, 2, 3, and so on until the absolute difference between the expression’s value and the value of e calculated by the library function (exp) is less than 0.000001. Display the

thers and John A. Knox discovered that as the value of x gets larger, the value of the expression gets closer and closer to e. Write a program that evaluates this expression for x = 1, 2, 3, and so on until the absolute difference between the expression’s value and the value of e calculated by the library function (exp) is less than 0.000001. Display the

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter5: Repetition Statements

Section5.5: A Closer Look: Loop Programming Techniques

Problem 14E

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Overview This program will prompt a user for a start and a limit, it will then while-loop through, doubling the iterator each pass, until the limit is reached. Expected Output Example 1 Enter the start of the loop: Enter the limit of the loop: 25 The current value is 3 The current value is 6 The current value is 12 The current value is 24 The last value of current that was less than 25 was 24 Example 2 Enter the start of the loop: 25 Enter the limit of the loop: 102 The current value is 25 The current value is 50 The current value is 100 The last value of current that was less than 102 was 100 Specifications • You should submit a single file called M5A2.py • It should follow the submission standards outlined here: Submission Standards Your program populate an integer named start using input • Your program populate an integer named limit using input Your program must use an iterator named current Your program must move through the values using a while-loop Tips and Tricks That last…
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