If the sliding friction between two surfaces is found to be 10 N, then the static friction between these two surfaces is most likely to be:

0 N

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8.5 N

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5 N

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12.5 N

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Solution

The correct option is D 12.5 N
As we know that static friction is always greater than sliding friction. So, if the sliding friction is 10 N, then static friction should be greater than 10 N.

So from the given options, the static friction between these two surfaces is most likely to be 12.5 N.

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If the sliding friction between two surfaces is found to be 10 N, then the static friction between these two surfaces is most likely to be:

The correct option is D 12.5 NAs we know that static friction is always greater than sliding friction. So, if the sliding friction is 10 N, then static friction should be greater than 10 N. So from the given options, the static friction between these two surfaces is most likely to be 12.5 N.

The correct option is D 12.5 N
As we know that static friction is always greater than sliding friction. So, if the sliding friction is 10 N, then static friction should be greater than 10 N.

So from the given options, the static friction between these two surfaces is most likely to be 12.5 N.