4.2-06 The Change in Momentum due to Opposite Equal Forces is Zero 

The positive or nagative value that it can have will determine if the motion of the momentum increases

J is equal to the area beneath the graph. In the ende, it is possible to know that there is no change in momentum.

The change in momentum is equal to the area of a force time graph.

There is no change in momentum since the initial and final momentum have the same magnitude, opposite direction.

Impulso hace que el momentum incremento.

Impulse is a vector quantity

we can see that the area below and above the graph is the same so the change in momentum is 0

Impulse is increasing the momentum of the object.

The impulse is proportional to the momentum. Therefore, the impulse makes the momentum increase.

The correct answer would be option C, as the impulse is proportional to momentum and so it can make it increase or decrease and a positive force can be cancelled by a negative force equal in magnitude.

We determine the change in momentum by observing that the impulse has the same magnitude in both positive and negative directions

The impulse has the same magnitude in the positive and negative directions, so they cancel out making the total change in momentum 0.

the impulse is proportional to the momentum so the impulse makes the momentum increase

Because both areas are the same you can say that the impulse is 0.

Because the initial and final values are the sa,e, there is no momentum

The correct answer is option C as the change in momentum is 0.

The change in momentum is 0 so it is option c

The answer is C because the change in momentum ends up being 0.

the answer is c

c. impulse mkaes momentum increase

The correct answer is letter C.