At least two forces are acting on you right now. What are these forces? Describe the relationship between the size and direction of these two forces.

Short Answer

Expert verified
Answer: The two forces acting on a person right now are the gravitational force, which pulls them downward towards the center of the Earth, and the normal force, which counteracts the gravitational force and acts upward perpendicular to the surface they are standing on. These forces are equal in magnitude but have opposite directions, resulting in a net force of zero when the person is standing still and maintaining their position on the surface.

Step by step solution

01

Identify the forces acting on a person

The first force acting on a person is gravity, which pulls them towards the center of the Earth. This force, also known as weight, is responsible for keeping a person anchored to the ground. The second force is the normal force, which acts perpendicular to the surface on which the person stands. This force is exerted by the ground or floor in response to the gravitational force acting on a person's body and counteracts their weight.
02

Determine the size of each force

The gravitational force, or weight (W), acting on a person can be calculated using the formula: W = m * g Where m represents the person's mass and g is the acceleration due to gravity (approximately 9.8 m/s^2). The normal force (N) acting on the person's body is equal in magnitude to the gravitational force, but with the opposite direction. This is due to Newton's third law stating that for every action, there is an equal and opposite reaction. So, N = W = m * g
03

Describe the relationship between the size and direction of these two forces

The gravitational force and normal force are equal in magnitude but have opposite directions. The gravitational force acts downward, pulling the person towards the center of the Earth, while the normal force acts upward, counteracting the gravitational force and preventing the person from sinking into the ground. This balance of forces results in a net force of zero when a person is standing still, enabling them to remain in place on the surface.

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