A block and tackle system has $5$ pulleys. If an effort of $1000 N$ is needed in the downward direction to raise a load of $4500 N$ . Calculate the velocity ratio.

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Solution

The correct option is B 5
Given: Number of pulleys (n) = 5
Effort = $1000 N$
Load= $4500 N$
Solution: As according to the question, the number of pulleys the block and tackle system have is 5.
So, the velocity ratio is equal to 5 or n=5.
Hence, the correct option is (A).

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A block and tackle system has 5 pulleys. If an effort of 1000N is needed in the downward direction to raise a load of 4500N. Calculate the velocity ratio.

The correct option is B 5Given: Number of pulleys (n) = 5 Effort = 1000N Load= 4500NSolution: As according to the question, the number of pulleys the block and tackle system have is 5.So, the velocity ratio is equal to 5 or n=5. Hence, the correct option is (A).

A block and tackle system has $5$ pulleys. If an effort of $1000 N$ is needed in the downward direction to raise a load of $4500 N$ . Calculate the velocity ratio.

The correct option is B 5
Given: Number of pulleys (n) = 5
Effort = $1000 N$
Load= $4500 N$
Solution: As according to the question, the number of pulleys the block and tackle system have is 5.
So, the velocity ratio is equal to 5 or n=5.
Hence, the correct option is (A).