A peak of a house roof is 8 m above the ground, The edge of the roof is 4 m above I take a cylinder (m = 400 gms, d= 8 cm) up to 9. the ground, roof pitch is 5" in 12", the peak and let it roll down, how far from the house wall does it land? m. As it hits the ground how fast is it spinning? rad/sec 10. A urown waro vaton 10 0.9 grees to the ho ParamA Plot the parh 2611 uer with a if i is t it out oaton sp: hore hi he thrown fro ver using

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
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Chapter6: Motion In Two Dimensions
Section6.2: Circular Motion
Problem 13PP
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A peak of a house roof is 8 m above the ground, The edge of the roof is 4 m above
I take a cylinder (m = 400 gms, d= 8 cm) up to
9.
the ground, roof pitch is 5" in 12",
the peak and let it roll down, how far from the house wall does it land?
m. As it hits the ground how fast is it spinning?
rad/sec
vaton is 0.9 me on
Euuegrees to the h.
urown waru-
with a
C.Parame
Plut Lihe parh
ton
if ic is
sp:-
throw fro her
using
t it out
Transcribed Image Text:A peak of a house roof is 8 m above the ground, The edge of the roof is 4 m above I take a cylinder (m = 400 gms, d= 8 cm) up to 9. the ground, roof pitch is 5" in 12", the peak and let it roll down, how far from the house wall does it land? m. As it hits the ground how fast is it spinning? rad/sec vaton is 0.9 me on Euuegrees to the h. urown waru- with a C.Parame Plut Lihe parh ton if ic is sp:- throw fro her using t it out
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