Given the temperature t (in Fahrenheit) and the wind speed v (in miles per hour), the National Weather Service defines the effective temperature to be: w = 35.74 +0.6215 t+ (0.4275 t - 35.75) * v^0.16 Compose a program that takes two floats t and v from the command-line and prints the wind chill value w

C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
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Chapter5: Control Structures Ii (repetition)
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Question 330
Given the temperature t (in Fahrenheit) and the wind speed v (in miles per hour), the National Weather Service defines the effective temperature to be:
w = 35.74 +0.6215 t+ (0.4275 t - 35.75) * v^0.16
Compose a program that takes two floats t and v from the command-line and prints the wind chill value w
Transcribed Image Text:Question 330 Given the temperature t (in Fahrenheit) and the wind speed v (in miles per hour), the National Weather Service defines the effective temperature to be: w = 35.74 +0.6215 t+ (0.4275 t - 35.75) * v^0.16 Compose a program that takes two floats t and v from the command-line and prints the wind chill value w
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Step 1

Introduction

There in the cold season of the year, meteorologists frequently use the term "wind chill." But do you know what it really means when you read a wind chill of  -20 degrees in your forecast?

As a result of the fact that the wind chill essentially measures as chilly temperature actually feels upon your skin when the wind is taken into account, forecasters may also refer to this temperature as the "feels-like" temperature.

This happens because the wind removes the tiny layer of warm air that was sitting on top of your skin. Your body will lose more heat as the wind gets stronger, making you feel colder. It will seem more like the real air temperature whenever the winds are mild.

 

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