A very thin rigid plastic wheel of diameter D, consists of a rim and eight spokes, with a linear density of mass λ (for the rim and each spoke). The wheel is released from rest at the top of a slope of height h. Consider this wheel without slipping. (image 1) How fast does the center of mass of the wheel move when it reaches the base of the slope? answers (image 2)
A very thin rigid plastic wheel of diameter D, consists of a rim and eight spokes, with a linear density of mass λ (for the rim and each spoke). The wheel is released from rest at the top of a slope of height h. Consider this wheel without slipping. (image 1) How fast does the center of mass of the wheel move when it reaches the base of the slope? answers (image 2)
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A very thin rigid plastic wheel of diameter D, consists of a rim and eight spokes, with a linear density of mass λ (for the rim and each spoke). The wheel is released from rest at the top of a slope of height h. Consider this wheel without slipping. (image 1)
How fast does the center of mass of the wheel move when it reaches the base of the slope?
answers (image 2)
answers (image 2)
Transcribed Image Text:R
Transcribed Image Text:/ 3gh(4+m)
a. V =
8+37
3gh(4+a)
b. V =
4+27
3gh(8+)
c. V =
8+37
d. V =
3gh(8+x)
4+27
3gh(4+x)
e. V =
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