The statement 'The stick pusher function will not work as long as at least one of the switches is on' is true.

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Multiple Choice

The statement 'The stick pusher function will not work as long as at least one of the switches is on' is true.

Explanation:
Understanding how multiple switches gate a protective function is about the logic that ties the switches to the action. The stick pusher being inhibited by “any switch on” assumes an OR-type inhibition, where any single active switch stops the function. In real systems, inhibition is not typically triggered by just one on state; it usually requires a specific combination or a dedicated inhibit signal (for example, both switches in inhibit or a separate control path). Because of that, having at least one switch on does not automatically prevent the stick pusher from operating. The statement is not true.

Understanding how multiple switches gate a protective function is about the logic that ties the switches to the action. The stick pusher being inhibited by “any switch on” assumes an OR-type inhibition, where any single active switch stops the function. In real systems, inhibition is not typically triggered by just one on state; it usually requires a specific combination or a dedicated inhibit signal (for example, both switches in inhibit or a separate control path). Because of that, having at least one switch on does not automatically prevent the stick pusher from operating. The statement is not true.

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