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Contact objects exert force to each other because of their weights. In this example, book exerts a force to table because of its weight and table also exerts force to the book.We call this force as “normal force” which is same in magnitude and opposite indirection with the applied force (weight of the book). For different situations, we say that in general normal force is the reaction to the perpendicular force exerting on it. We will deal with different examples of normal force. Look at the given examples below and follow the steps to understand how can we find normal force for different situations.
Example: Find the normal force that the inclined plane exerts on the box. (sin37º=0, 6 cos37º=0, 8), (m=4kg, g=10m/s²)
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Since our box is on inclined plane we can not say directly the normal force is equal to the weight of the object. Normal force is equal to the force exerting on it perpendicularly. Let’s draw a free body diagram and show all the forces.
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Red arrows show the force of weight and its components. Horizontal and vertical components of force are found by using trigonometry. We said that for the normal force, there must be perpendicular force acting to the contact surface, thus, here the cause of normal force is the vertical component of the weight. Let’s calculate the value of it.
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