Python 101 question you're my personal hero thanks!

1. [2 points] Mad Libs is a kid's game based on word substitutions. We can make one out or any short textie tus first verse of the Alma Malen Q Alma Mater Old St Lawrence, We are singing now of thee May thy fair name dwell forever In our fondesh memory First we choose a lew words to take out Let's use these Alma Mater Old St Lawrence We are ng now or thee May thy name dwell forever In our fondes! We then ask someone to give us new words of the night types but with no context and plug them in to get a silly result Enter a verb 15 | Entes an adjective: fhoclo Enter non noong Mima Mater Old St Lawrence, are floating new oil thee! y ny fabulous aurezer In our Abridast noodles, Write a program that behaves like this. Name your program aadlib.py See if you can get the spacing to come out ust right Your Mad Ub should have 4-6 blanks. Put the original text as a comment in your program. 2.12 points) Compute the windchill given a temperature and wind speed using the formula provided by the National Meather seyne Nane tus exindahill.wy. Print the result rounded to one decimal place, like the 23.7 below. As an examp program input and output should look like the following Interllonponatue 82.0 Enter wind walocity MPH 1020 The windl chill for salg degrees with a wind pelodity of 10. KPE is 28. degrees From the user, we are given an air temperature (T) and a wind speed (Windoje) In order to calculate the Wind Chill, the temperature must be converted to degrees Fahrenheit (F). To find out how to convert the temperature, see the link below: Temperature Conversion Also, in order to calculate the Wind Chill, the wind speed must be converted to miles per hour (mph). To find out how to convert the wind speed, see the link below: Wind Speed Conversion Then, the Wind Chill can be calculated using this formula: WindChill = 35.74 + (0.6215 x 7) - (35.75 x Windf) (0.4275 * T * Wind' + Because the user might need the Wind Chill in Watts per meter squared it can be calculated using an air temperature in degrees Celsius (C) and a wind speed in meters per second (1) WindChill (12.1452 + 11.6222 * Windsc 1.16222 Windose) (33 - 1)