4 A thin 6.5-kg wheel of radius 33 cm is weighted to one side by a 1.20-kg weight, small in size, placed 23 cm from the center of the wheel. Constants | Perioc Part B Calculate the moment of inertia about an axis through its cm, perpendicular to its face. Express your answer using two significant figures. να ΑΣφ = kg - m2 Submit Previous Answers Request Answer

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I need part B
<Ch 10 HW
Problem 10.59
4 of 5
<>
A thin 6.5-kg wheel of radius 33 cm is weighted to
one side by a 1.20-kg weight, small in size, placed
23 cm from the center of the wheel.
Constants Periodic Table
Part B
Calculate the moment of inertia about an axis through its cm, perpendicular to its face.
Express your answer using two significant figures.
I =
kg - m?
Submit
Previous Answers Request Answer
2:26 AM
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12/4/2021
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BANG & OLUFS
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Transcribed Image Text:<Ch 10 HW Problem 10.59 4 of 5 <> A thin 6.5-kg wheel of radius 33 cm is weighted to one side by a 1.20-kg weight, small in size, placed 23 cm from the center of the wheel. Constants Periodic Table Part B Calculate the moment of inertia about an axis through its cm, perpendicular to its face. Express your answer using two significant figures. I = kg - m? Submit Previous Answers Request Answer 2:26 AM 44°F Clear 12/4/2021 lyp BANG & OLUFS de fio insert prt scr 国 %$4 & 7 backspace
(Ch 10 HW
Problem 10.59
4 of 5
Constants Periodic Tab
A thin 6.5-kg wheel of radius 33 cm is weighted to
one side by a 1.20-kg weight, small in size, placed
23 cm from the center of the wheel.
Part A
Calculate the position of the center of mass of the weighted wheel (distance from the center of
the wheel).
Express your answer using two significant figures.
Icm = 3.6 cm
Subimit
Previous Answers
v Correct
2:26 AM
44°F Clear
12/4/202
lyp
BAN
112
prt scr
f1o
insert
f6
f5
Transcribed Image Text:(Ch 10 HW Problem 10.59 4 of 5 Constants Periodic Tab A thin 6.5-kg wheel of radius 33 cm is weighted to one side by a 1.20-kg weight, small in size, placed 23 cm from the center of the wheel. Part A Calculate the position of the center of mass of the weighted wheel (distance from the center of the wheel). Express your answer using two significant figures. Icm = 3.6 cm Subimit Previous Answers v Correct 2:26 AM 44°F Clear 12/4/202 lyp BAN 112 prt scr f1o insert f6 f5
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