A ball is dropped from a given initial height and rebounds every time it hits the ground. Each time it rebounds, it reaches a new height that is a fraction of the previous height. Define a function travel_distance that returns the total distance traveled by the ball after it rebounds a number of times until it reaches a new height.Parameters:height: a non-negative floating-point number specifying the initial height the ball is dropped from.co: the fraction in \((0,1)\) of the new height with respect to the previous height.times: the number of times the ball rebounds.Allow users to pass None to the parameter times to compute the total distance traveled as times goes to infinity.Hint: Be careful not to write an infinite loop. It is possible to write the function body in one line. Hint: Be careful not to write an infinite loop. It is possible to write the function body inone line.For example:Testimport mathv = travel_distance (100, 0.5, 0)assert math.isclose(v, 0)print('{:.2f)'.format(travel_distanceprint('{:.2f} .format(travel_distanceprint('{:.2f}'.format(travel_distanceResult(100, 0.5, 1)))(100, 0.5, 2)))(100, 0.5, None))) 300.00150.00225.004 A ball is dropped from a given initial height and rebounds every time it hits the ground.Each time it rebounds, it reaches a new height that is a fraction of the previous height.Define a function travel_distance that returns the total distance traveled by the ballafter it rebounds a number of times until it reaches a new height.Parameters:0 height: a non-negative floating-point number specifying the initial height the ballis dropped from.oco: the fraction in \((0,1)) of the new height with respect to the previous height.o times: the number of times the ball rebounds.Allow users to pass None to the parameter times to compute the total distance traveledas times goes to infinity.Hint: Be careful not to write an infinite loop. It is possible to write the function body inone line.For example:Testimport mathv = travel_distance (100, 0.5, 0)assert math.isclose(v, 0)Result

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Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

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A ball is dropped from a given initial height and rebounds every time it hits the ground. Each time it rebounds, it reaches a new height that is a fraction of the previous height. Define a function travel_distance that returns the total distance traveled by the ball after it rebounds a number of times until it reaches a new height.

Parameters:
- height: a non-negative floating-point number specifying the initial height the ball is dropped from.
- co: the fraction in \((0,1)\) of the new height with respect to the previous height.
- times: the number of times the ball rebounds.

Allow users to pass None to the parameter times to compute the total distance traveled as times goes to infinity.

Hint: Be careful not to write an infinite loop. It is possible to write the function body in one line.

A ball is dropped from a given initial height and rebounds every time it hits the ground.
Each time it rebounds, it reaches a new height that is a fraction of the previous height.
Define a function travel_distance that returns the total distance traveled by the ball
after it rebounds a number of times until it reaches a new height.
Parameters:
0 height: a non-negative floating-point number specifying the initial height the ball
is dropped from.
oco: the fraction in \((0,1)) of the new height with respect to the previous height.
o times: the number of times the ball rebounds.
Allow users to pass None to the parameter times to compute the total distance traveled
as times goes to infinity.
Hint: Be careful not to write an infinite loop. It is possible to write the function body in
one line.
For example:
Test
import math
v = travel_distance (100, 0.5, 0)
assert math.isclose(v, 0)
Result

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