You press a book against a vertical wall. Express the force required to hold the book in place, Fapplied , in terms of Wbook and μs .(1 point)%0D%0AResponses%0D%0A%0D%0AFapplied=Wbook/μs%0D%0Aupper F subscript applied baseline equals upper W subscript book baseline divided by mu subscript s baseline%0D%0A%0D%0AFapplied=Wbook/μk%0D%0Aupper F subscript applied baseline equals upper W subscript book baseline divided by mu subscript k baseline%0D%0A%0D%0AFapplied=μsWbook%0D%0Aupper F subscript applied baseline equal mu subscript s baseline upper W subscript book baseline%0D%0A%0D%0AFapplied=μkWbook

The correct expression for the force required to hold the book in place, Fapplied, in terms of Wbook and μs, is:

Fapplied = μs * Wbook

The correct expression for the force required to hold the book in place, Fapplied, is Fapplied = μs * Wbook. This means that the force is equal to the coefficient of static friction (μs) multiplied by the weight of the book (Wbook).

To express the force required to hold the book in place, Fapplied, in terms of Wbook and μs (the coefficient of static friction), you can use the equation:

Fapplied = μs * Wbook

This equation represents the force required to overcome the static friction between the book and the wall. The coefficient of static friction, μs, measures the resistance to motion between two surfaces in contact when the objects are not moving relative to each other. Wbook represents the weight of the book, which is the force exerted by the book due to gravity.

Therefore, Fapplied = μs * Wbook.