Which statement about gear reducers and speed/torque relationships is accurate?

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Multiple Choice

Which statement about gear reducers and speed/torque relationships is accurate?

Explanation:
Gear reducers change how fast something turns and how much twisting force it can deliver by using a gear ratio. When you have a reduction ratio greater than one, the output shaft spins more slowly but with more torque. Power in is roughly equal to power out (minus losses), so the lower speed comes with a proportional boost in torque. This lets the system meet load requirements that need slower motion and higher torque, while the motor can run at its optimal speed and efficiency. In practice there are some efficiency losses, but the overall relationship remains: speed decreases and torque increases to match what the load needs. The other statements describe functions that gear reducers don’t perform—sealing hydraulic fluid, converting mechanical energy to electrical energy, or increasing speed without changing torque.

Gear reducers change how fast something turns and how much twisting force it can deliver by using a gear ratio. When you have a reduction ratio greater than one, the output shaft spins more slowly but with more torque. Power in is roughly equal to power out (minus losses), so the lower speed comes with a proportional boost in torque. This lets the system meet load requirements that need slower motion and higher torque, while the motor can run at its optimal speed and efficiency. In practice there are some efficiency losses, but the overall relationship remains: speed decreases and torque increases to match what the load needs. The other statements describe functions that gear reducers don’t perform—sealing hydraulic fluid, converting mechanical energy to electrical energy, or increasing speed without changing torque.

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