W 20° P 200 mm A 45 mm 50 mm A block placed under the head of the claw hammer, as shown, greatly facilitates the extraction of the nail. If a force 76.5 N pull on the handle is required to pull the nail with a tension W= 800 N, calculate the magnitude of the resulting force at A, where contacting surfaces are sufficiently rough to prevent slipping. Give your answer in Newtons.
W 20° P 200 mm A 45 mm 50 mm A block placed under the head of the claw hammer, as shown, greatly facilitates the extraction of the nail. If a force 76.5 N pull on the handle is required to pull the nail with a tension W= 800 N, calculate the magnitude of the resulting force at A, where contacting surfaces are sufficiently rough to prevent slipping. Give your answer in Newtons.
University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter12: Static Equilibrium And Elasticity
Section: Chapter Questions
Problem 79CP: In order to lift a shovelful of dirt, a gardener pushes downward on the end of the shovel and pulls...
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Please solve this Mechanics problem(FBD required, Don't refer any wrong solutions)

Transcribed Image Text:W
20°
P
200 mm
A
45 mm
50 mm
A block placed under the head of the claw hammer, as shown, greatly facilitates the extraction of the nail. If
a force 76.5 N pull on the handle is required to pull the nail with a tension W= 800 N, calculate the
magnitude of the resulting force at A, where contacting surfaces are sufficiently rough to prevent slipping.
Give your answer in Newtons.
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