Using Python: A bowling ball is dropped from a balloon 1500 feet above the desert. Regardless of the mass of the bowling ball, when it landed, the ball was traveling at 100 miles per hour but the size of the impact crater was directly proportional to the mass of the bowling ball. In fact, the kinetic energy (KE) of the bowling ball on impact with the desert is expressed as: =/ ^ (where m = mass, V = velocity). The higher the mass, the higher the kinetic energy and the larger the impact crater it created. Write a function named q3() that prompts the user for the mass of the bowling ball (assume its traveling at 100 miles per hour) then define a for loop that substitutes a range of values for the mass (from 140 to 320 in increments 15) and calculate the velocity necessary to create the same kinetic energy as the 100 MPH bowling ball with the mass provided by the user. Prior to printing the table, your program should calculate and display the initial kinetic energy of the bowling ball with the given mass.

Output should read exactly as below:

Determining the speed to match the Kinetic Energy of the bowling ball dropped in te desert Enter the ma of the bowling ball: 10 The Kinetic Energy of the bal1 with a mass of 10 at 100 MPH is: 50000.0 Ma ss Velocity to reach 50000.0 140 155 170 185 200 215 230 245 260 275 290 305 320 26.72612419124244 25.4000254000381 24.253562503633297 23.249527748763857 22.360679774997898 21.566554640687684 20.851441405707476 20.203050891044214 19.611613513818405 19.069251784911845 18.569533817705185 18.107149208503706 17.67766952966369