A body of weight $W_{1}$ is suspended from the ceiling of a room through a chain of weight $W_{2}$ . The ceiling pulls the chain by a force equal to:

W_{2}

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(W_{1} + W_{2}) / 2

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(W_{1} + W_{2})

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W_{1} \times W_{2}

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Solution

The correct option is A $(W_{1} + W_{2})$
The ceiling pulls the chain with a force equal to the sum of weights of chain and the body. So the pulling force = (w1 + w2)

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A body of weight W1 is suspended from the ceiling of a room through a chain of weight W2. The ceiling pulls the chain by a force equal to:

The correct option is A (W1+W2)The ceiling pulls the chain with a force equal to the sum of weights of chain and the body. So the pulling force = (w1 + w2)

A body of weight $W_{1}$ is suspended from the ceiling of a room through a chain of weight $W_{2}$ . The ceiling pulls the chain by a force equal to:

The correct option is A $(W_{1} + W_{2})$
The ceiling pulls the chain with a force equal to the sum of weights of chain and the body. So the pulling force = (w1 + w2)