1:12A onramps.instructure.com2. A ball is dropped from a height of 30 feet.After hitting the ground, it rebounds to aheight of 75% of the previous distance itfell.a. On the axes below, create a graph thatshows the path of the ball where h theheight of the ball is a function of thebounce number of the ball starting withbounce 0 (the height from which the ballwas dropped). Mark the points thatcorrespond to the height of the ball ateach of the first 10 bounces after theinitial drop height.ex 11.5 axes.png 1:12A onramps.instructure.comb. Fill in the table below corresponding to theheight of the ball as a function of bouncenumber.BounceHeight1234678910c. Use function patterns to decide what typeof function this is. Justify your claim.d. Now find the particular function thatrepresents your data. Although your data isdiscrete (i.e. not continuous), we will treatour function as a continuous function.e. Now check your answer to problem 2d. byconducting a regression on the data basedon your function pattern decision.f. Lastly, use your sequence of bounceheights to create a series that determinesthe total distance the ball travels UP ANDDOWN from the initial drop to the end ofthe 10th bounce. Assume the ball actuallybounces exactly straight up and down witheach bounce. What type of series is this?

1:12 A onramps.instructure.com 2. A ball is dropped from a height of 30 feet. After hitting the ground, it rebounds to a height of 75% of the previous distance it fell. a. On the axes below, create a graph that shows the path of the ball where h the height of the ball is a function of the bounce number of the ball starting with bounce O (the height from which the ball was dropped). Mark the points that correspond to the height of the ball at each of the first 10 bounces after the initial drop height. ex 11.5 axes.png

1:12 A onramps.instructure.com 2. A ball is dropped from a height of 30 feet. After hitting the ground, it rebounds to a height of 75% of the previous distance it fell. a. On the axes below, create a graph that shows the path of the ball where h the height of the ball is a function of the bounce number of the ball starting with bounce O (the height from which the ball was dropped). Mark the points that correspond to the height of the ball at each of the first 10 bounces after the initial drop height. ex 11.5 axes.png

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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1:12
A onramps.instructure.com
2. A ball is dropped from a height of 30 feet.
After hitting the ground, it rebounds to a
height of 75% of the previous distance it
fell.
a. On the axes below, create a graph that
shows the path of the ball where h the
height of the ball is a function of the
bounce number of the ball starting with
bounce 0 (the height from which the ball
was dropped). Mark the points that
correspond to the height of the ball at
each of the first 10 bounces after the
initial drop height.
ex 11.5 axes.png

1:12
A onramps.instructure.com
b. Fill in the table below corresponding to the
height of the ball as a function of bounce
number.
Bounce
Height
1
2
3
4
6
7
8
9
10
c. Use function patterns to decide what type
of function this is. Justify your claim.
d. Now find the particular function that
represents your data. Although your data is
discrete (i.e. not continuous), we will treat
our function as a continuous function.
e. Now check your answer to problem 2d. by
conducting a regression on the data based
on your function pattern decision.
f. Lastly, use your sequence of bounce
heights to create a series that determines
the total distance the ball travels UP AND
DOWN from the initial drop to the end of
the 10th bounce. Assume the ball actually
bounces exactly straight up and down with
each bounce. What type of series is this?

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