= A small block slides without friction up and over the icy hill shown in the figure below. The block leaves the end of the cliff with only a horizontal velocity and lands a distance d 10.68 m from the foot of the cliff with no air resistance. Find the block's initial speed vo if D = 15.6 m and h 3.86 m. (The block's mass is not needed.) [Hint: Start by solving the projectile motion problem to find v. Then apply conservation of energy from the bottom to the top of the hill to find vo.] m VO Vo --- = D m/s Cliff m h

Principles of Physics: A Calculus-Based Text
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Chapter7: Conservation Of Energy
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Computation.
A small block slides without friction up and over the icy hill shown in the figure below. The
block leaves the end of the cliff with only a horizontal velocity and lands a distance d =
10.68 m from the foot of the cliff with no air resistance. Find the block's initial speed vo if
D = 15.6 m and h = 3.86 m. (The block's mass is not needed.)
[Hint: Start by solving the projectile motion problem to find v. Then apply conservation of
energy from the bottom to the top of the hill to find vo.]
m
vo
Vo
-D-
m/s
-
Cliff
m
h
5
U
d
☆
2:57 PM
Transcribed Image Text:Computation. A small block slides without friction up and over the icy hill shown in the figure below. The block leaves the end of the cliff with only a horizontal velocity and lands a distance d = 10.68 m from the foot of the cliff with no air resistance. Find the block's initial speed vo if D = 15.6 m and h = 3.86 m. (The block's mass is not needed.) [Hint: Start by solving the projectile motion problem to find v. Then apply conservation of energy from the bottom to the top of the hill to find vo.] m vo Vo -D- m/s - Cliff m h 5 U d ☆ 2:57 PM
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