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26 Nov 2019
Vertical height h1 = 5.00cm h2=1.60cm d = 6.00cm
To find the center ofmassspeedv on the plateau, we use the projectilemotion equations.Withvoy =0 (andusingâhâ for h2) Eq. 4-22givesthetime-offlight as t=â2h/g Then Eq. 4-21 (squared,andusingd for the horizontal displacement) gives v2=gd2/2h Now, tofindthe speed vp at pointP, we use energyconservationwith Eq. 11-5: Mechanical Energy on the Plateau =MechanicalEnergyat P
1/2 mv2+1/2Icom Ï2+mgh1=1/2mv2p+1/2IcomÏ2p
Using item (f) ofTable10-2,Eq. 11-2, and our expression(above)v2=gd2/2h,we
obtain gd2/2h+10gh1/7=vp2
which yields (using the values statedintheproblem) vp = 1.34 m/s.
Vertical height h1 = 5.00cm
h2=1.60cm
d = 6.00cm
To find the center ofmassspeedv on the plateau, we use the projectilemotion
equations.Withvoy =0 (andusingâhâ for h2) Eq. 4-22givesthetime-offlight as
t=â2h/g
Then Eq. 4-21 (squared,andusingd for the horizontal displacement) gives
v2=gd2/2h Now, tofindthe speed vp at pointP, we use energyconservationwith Eq. 11-5:
Mechanical Energy on the Plateau =MechanicalEnergyat P
1/2 mv2+1/2Icom Ï2+mgh1=1/2mv2p+1/2IcomÏ2p
Using item (f) ofTable10-2,Eq. 11-2, and our expression(above)v2=gd2/2h,we
obtain
obtain
gd2/2h+10gh1/7=vp2
which yields (using the values statedintheproblem) vp = 1.34 m/s.
Bunny GreenfelderLv2
26 Nov 2019