Explain in term of third law why someone who tries to jump from a canoe riverbank may fall into the water?

Newton's third law of motion states that for every action, there is an equal and opposite reaction. When a person tries to jump from a canoe to a riverbank, they push against the canoe with their feet. The canoe pushes back on the person with the same amount of force in the opposite direction. This force causes the person to accelerate towards the riverbank. However, the water in the river also exerts a force on the person. This force is equal to the weight of the water that is displaced by the person's body. If the force exerted by the water is greater than the force exerted by the canoe, the person will fall into the water.

The amount of force exerted by the water depends on several factors, including the person's weight, the density of the water, and the surface area of the person's body. A person who is heavier or has a larger surface area will displace more water and therefore experience a greater force from the water. Similarly, a person who jumps into denser water will experience a greater force from the water.

In order to avoid falling into the water, a person must ensure that the force exerted by the canoe is greater than the force exerted by the water. This can be done by jumping with enough force, jumping from a high enough point, or jumping into shallow water.