Net Force Required During Tiger-Rat Pursuit

In summary, the "Net Force Required During Tiger-Rat Pursuit" is the total amount of force needed to overcome the resistance of air and the weight of the tiger and rat during their pursuit. It is calculated using Newton's Second Law of Motion and is affected by various factors such as mass, speed, and direction. The net force required can impact the outcome of the pursuit, and it can be manipulated by adjusting the variables of the tiger and rat or external forces.
  • #1
STL10
1
0
A tiger is pursuing a rat at 3.3 m/s the Tiger is 70kg what net force is required during this time?
 
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  • #2
Can you clarify your units and show some attempt at a solution? Is the tiger accelerating at 3.3 m/s^2?
 
  • #3


The net force required during the tiger-rat pursuit can be calculated using Newton's second law of motion, which states that force is equal to mass multiplied by acceleration (F=ma). In this scenario, the tiger has a mass of 70kg and is moving at a constant speed of 3.3 m/s. Therefore, the net force required can be calculated as follows:

F = m x a
F = 70kg x 3.3 m/s^2
F = 231 N

This means that a net force of 231 Newtons is required to maintain the tiger's speed of 3.3 m/s while pursuing the rat. It is important to note that this calculation assumes that the tiger is moving in a straight line and is not accounting for any additional forces such as air resistance or friction.
 

Related to Net Force Required During Tiger-Rat Pursuit

1. What is the "Net Force Required During Tiger-Rat Pursuit"?

The "Net Force Required During Tiger-Rat Pursuit" is the total amount of force needed to overcome the resistance of air and the weight of the tiger and rat during their pursuit. It takes into account both the forces acting on the tiger and the rat, as well as any additional forces needed to change their direction or speed.

2. How is the net force calculated during the tiger-rat pursuit?

The net force is calculated using Newton's Second Law of Motion, which states that the net force is equal to the mass of an object multiplied by its acceleration. In the case of the tiger-rat pursuit, the mass of the tiger and rat, as well as their acceleration due to gravity, are taken into consideration to determine the net force required.

3. What factors affect the net force required during the tiger-rat pursuit?

There are several factors that can affect the net force required during the tiger-rat pursuit, including the mass of the tiger and rat, their speed, and the air resistance they encounter. The direction of their pursuit and any changes in their velocity can also impact the net force required.

4. How does the net force required during the tiger-rat pursuit impact the outcome?

The net force required during the tiger-rat pursuit can determine whether the tiger catches the rat or not. If the net force is not enough to overcome the resistance and weight, the tiger may not be able to catch the rat. Additionally, changes in the net force can affect the direction and speed of the pursuit, potentially impacting the outcome.

5. How can the net force required during the tiger-rat pursuit be manipulated?

The net force can be manipulated by adjusting the mass, speed, or direction of the tiger and rat. For example, increasing the speed of the tiger can increase the net force required, making it more likely to catch the rat. Additionally, external forces such as wind or gravity can also impact the net force required during the pursuit.

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