Figure Q10 shows an illustration of a ballistic pendulum that is used for determining A is M = 10 kg. When a bullet of mass m = 38 g is fired into the block, the pendulum before it embedded into the block. Assume that bullet stays lodged in block A and in m/s)

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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ChapterMA: Math Assessment
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I want the correct answer 100 % correct of that answer . Please don't give me wong answer if not sure

a)
Figure Q10 shows an illustration of a ballistic pendulum that is used for determining the velocity of bullets. The length L = 1.0 m and mass of the block
A is M = 10 kg. When a bullet of mass m = 38 g is fired into the block, the pendulum swings to angle e = 26°. Calculate the velocity of the bullet just
before it embedded into the block. Assume that bullet stays lodged in block A and the mass of the rod length 1.0 holding block A is negligible. [Answer
in m/s]
Answer of a is 372.23 m/s
b)
Given that the velocity of a bullet of mass m = 40 g that enters the block A of mass 10 kg in Fig Q10 is 280 m/s and length L = 0.9 m, calculate the
maximum angle e in degrees that the block A will swing to before swinging back down. [Answer in degrees)
Answer: 30.77
I got 30.77 degree is wrong , also 21.62 degree is wrong ?? what id the correct answer ??
Expert answer is wrong
Transcribed Image Text:a) Figure Q10 shows an illustration of a ballistic pendulum that is used for determining the velocity of bullets. The length L = 1.0 m and mass of the block A is M = 10 kg. When a bullet of mass m = 38 g is fired into the block, the pendulum swings to angle e = 26°. Calculate the velocity of the bullet just before it embedded into the block. Assume that bullet stays lodged in block A and the mass of the rod length 1.0 holding block A is negligible. [Answer in m/s] Answer of a is 372.23 m/s b) Given that the velocity of a bullet of mass m = 40 g that enters the block A of mass 10 kg in Fig Q10 is 280 m/s and length L = 0.9 m, calculate the maximum angle e in degrees that the block A will swing to before swinging back down. [Answer in degrees) Answer: 30.77 I got 30.77 degree is wrong , also 21.62 degree is wrong ?? what id the correct answer ?? Expert answer is wrong
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