Old naval ships fired 14 kg cannon balls from a 250 kg cannon. It was very important to stop the recoil of the cannon, since otherwise the heavy cannon would go careening across the deck of the ship. In one design, a large spring with spring constant 2.0x104 N/m was placed behind the cannon. The other end of the spring braced against a post that was firmly anchored to the ship's frame. Part A What was the speed of the cannon ball if the spring compressed 57 cm when the cannon was fired? Express your answer to two significant figures and include the appropriate units. V = Submit ī Value Provide Feedback НА Request Answer Units ?

College Physics
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Chapter6: Momentum, Impulse, And Collisions
Section: Chapter Questions
Problem 71AP: A block with mass m1 = 0.500 kg is released from rest on a frictionless track at a distance h1, =...
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Old naval ships fired 14 kg cannon balls from a 250 kg
cannon. It was very important to stop the recoil of the
cannon, since otherwise the heavy cannon would go
careening across the deck of the ship. In one design, a large
spring with spring constant 2.0x104 N/m was placed
behind the cannon. The other end of the spring braced
against a post that was firmly anchored to the ship's frame.
Part A
What was the speed of the cannon ball if the spring compressed 57 cm when the cannon was fired?
Express your answer to two significant figures and include the appropriate units.
V =
Value
Submit
μĂ
Provide Feedback
Request Answer
Units
?
Transcribed Image Text:Old naval ships fired 14 kg cannon balls from a 250 kg cannon. It was very important to stop the recoil of the cannon, since otherwise the heavy cannon would go careening across the deck of the ship. In one design, a large spring with spring constant 2.0x104 N/m was placed behind the cannon. The other end of the spring braced against a post that was firmly anchored to the ship's frame. Part A What was the speed of the cannon ball if the spring compressed 57 cm when the cannon was fired? Express your answer to two significant figures and include the appropriate units. V = Value Submit μĂ Provide Feedback Request Answer Units ?
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