Question: 1 2 3 2 5 Problem 1. Textbook, Page 71, Problem 2.12, as below. Note that your program needs to behave exactly the same as

 1 2 3 2 5 Problem 1. Textbook, Page 71, Problem

1 2 3 2 5 Problem 1. Textbook, Page 71, Problem 2.12, as below. Note that your program needs to behave exactly the same as shown in the sample run. Hint: v2 can be calculated as v*v. In fact, please use a better variable name, such as velocity, instead of v. Similarly, please use acceleration as the variable name instead of a. Note that your program don't have to trim the output to three decimal digits. (Physics: finding runway length) Given an airplane's acceleration a and take-off speed v, you can compute the minimum runway length needed for an airplane to take off using the following formula: length 20 Write a program that prompts the user to enter v in meters/second (m/s) and the. acceleration a in meters/second squared (m/s), and displays the minimum run- way length. Here is a sample run: Enter speed and acceleration: 60 3.5 urte The minimum runway length for this airplane is 514.286 Step 1: Problem Analysis: Description Variable name Inputs to the program Outputs of the program Sten 2. Algorithm (Plan of the Program Fill the blanke with variable names

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