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2 years ago

Find the torque when the work done to more through an angel of 1/4π radians is 3j

Physics

1 answer:

Basile [38]2 years ago

8 0

Answer:

The torque is approximately 3.82 N·m

Explanation:

The relationship between work done, 'W', and the applied torque, 'τ' can be presented as follows;

W = τ × Δθ

Where;

W = The work done by the torque

τ = The magnitude of the torque

Δθ = The angle through which the object is turned

The parameters for 'W' and 'Δθ' are;

W = 3j

Δθ = 1/4 × π

From W = τ × Δθ, we have;

τ = W/Δθ

∴ τ = 3j/(1/4 × π) ≈ 3.81971863421 N·m

The torque, τ ≈ 3.82 N·m

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Find the torque when the work done to more through an angel of 1/4π radians is 3j​

Find the torque when the work done to more through an angel of 1/4π radians is 3j