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As Shown in the Figure, a Uniform Rectangular Crate

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As shown in the figure, a uniform rectangular crate 0.40 m wide and 1.0 m tall sits on a horizontal surface. The crate weighs 460 N, and its center of gravity is at its geometric center. A horizontal force of magnitude F is applied at a distance h above the floor. Friction at the floor is great enough to prevent the crate from sliding. If h=0.69 m, what minimum value of F is required to make the crate start to tip over?
As shown in the figure, a uniform rectangular crate  0.40 m wide and  1.0 m tall sits on a horizontal surface. The crate weighs  460 N, and its center of gravity is at its geometric center. A horizontal force of magnitude  F  is applied at a distance  h  above the floor. Friction at the floor is great enough to prevent the crate from sliding. If  h=0.69 m, what minimum value of  F  is required to make the crate start to tip over?


Definitions:

Producer Surplus

The difference between the amount producers are willing and able to sell a good for and the amount they actually receive.

Equilibrium Price

The price at which the quantity of goods supplied matches the quantity of goods demanded in the market.

Tooth Decay

The destruction of tooth enamel leading to cavities, influenced by factors like bacteria, sugary diets, and poor dental hygiene.

Consumer Surplus

Consumer surplus is the difference between what consumers are willing to pay for a good or service and what they actually pay, representing a measure of consumer benefit.

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