Г Consider the situation illustrated at right. Block A (mд = 4 kg) is on a surface that is inclined 10°. Between block A and the surface, μk = 0.2. An ideal string is attached to block A, runs over an ideal pulley, and is attached to block B (mB = 1 kg), which is hanging. Assume block A is sliding down the ramp. Draw free-body diagrams for each block. For each force, include a type, on, and by. A B >) Use the free-body diagrams to write down the Newton's Second Law relations for each block. Calculate the magnitude of the accelerations of each block. (Since partial credit is possible, write down as many of the relevant relations as possible, even if you can't finish.)
Г Consider the situation illustrated at right. Block A (mд = 4 kg) is on a surface that is inclined 10°. Between block A and the surface, μk = 0.2. An ideal string is attached to block A, runs over an ideal pulley, and is attached to block B (mB = 1 kg), which is hanging. Assume block A is sliding down the ramp. Draw free-body diagrams for each block. For each force, include a type, on, and by. A B >) Use the free-body diagrams to write down the Newton's Second Law relations for each block. Calculate the magnitude of the accelerations of each block. (Since partial credit is possible, write down as many of the relevant relations as possible, even if you can't finish.)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:Г
Consider the situation illustrated at right.
Block A (mд = 4 kg) is on a surface that is inclined 10°.
Between block A and the surface, μk = 0.2. An ideal string
is attached to block A, runs over an ideal pulley, and is
attached to block B (mB = 1 kg), which is hanging.
Assume block A is sliding down the ramp.
Draw free-body diagrams for each block. For
each force, include a type, on, and by.
A
B
>) Use the free-body diagrams to write down the Newton's Second Law relations for
each block.
Calculate the magnitude of the accelerations of each block. (Since partial credit is
possible, write down as many of the relevant relations as possible, even if you can't finish.)
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