a mihute of losing some air the pump runs its second cycle. Find the volume immediately following the second pump cycle.. (Report to 0.1 place with NO labels, please!) V2 = 13.5 cubic feet. b) Then, after another minute of losing air the pump runs its third cycle. Find the volume immediately following the third pump cycle. (Report to 0.1 place with NO labels, please!) V3 = 12.2

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter59: Areas Of Rectangles, Parallelograms, And Trapezoids
Section: Chapter Questions
Problem 79A
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(Report to 0.1 place with NO labels, please!)
%3D
12.2
cubic feet.
c) Find the volume immediately following the 30th pump cycle.
(Report to 0.1 place with NO labels, please!)
V30 =
%3D
0.7
cubic feet.
In the long run, as this process continues indefinitely determine the volume that the
bouncy house will stabilize at:
(Hint: This is a whole number; still NO labels, please!)
cubic feet.
Transcribed Image Text:(Report to 0.1 place with NO labels, please!) %3D 12.2 cubic feet. c) Find the volume immediately following the 30th pump cycle. (Report to 0.1 place with NO labels, please!) V30 = %3D 0.7 cubic feet. In the long run, as this process continues indefinitely determine the volume that the bouncy house will stabilize at: (Hint: This is a whole number; still NO labels, please!) cubic feet.
A large air pump blows 15 cubic feet of air into a bouncy house for each run cycle,
but it is also designed to lose 10% (maintain 90%) of its air volume though vents and
seams each minute thereafter.
So, after the first pump cycle the bouncy house has V1 = 15 cubic feet,
%3D
momentarily.
a) After a minute of losing some air the pump runs its second cycle. Find the volume
immediately following the second pump cycle.
(Report to 0.1 place with NO labels, please!)
V2 =
13.5
cubic feet.
b) Then, after another minute of losing air the pump runs its third cycle. Find the
volume immediately following the third pump cycle.
(Report to 0.1 place with NO labels, please!)
V3 =
12.2
cubic feet.
Transcribed Image Text:A large air pump blows 15 cubic feet of air into a bouncy house for each run cycle, but it is also designed to lose 10% (maintain 90%) of its air volume though vents and seams each minute thereafter. So, after the first pump cycle the bouncy house has V1 = 15 cubic feet, %3D momentarily. a) After a minute of losing some air the pump runs its second cycle. Find the volume immediately following the second pump cycle. (Report to 0.1 place with NO labels, please!) V2 = 13.5 cubic feet. b) Then, after another minute of losing air the pump runs its third cycle. Find the volume immediately following the third pump cycle. (Report to 0.1 place with NO labels, please!) V3 = 12.2 cubic feet.
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