Although ungraceful on land, walruses are fine swimmers. they normally swim at 1.94 m/s, and for short periods of time are capable of reaching speeds of nearly 9.72 m/s. suppose a walrus accelerates from 1.95 m/s to 9.45 m/s over a distance of 95 m. what would be the magnitude of the walrus’s uniform acceleration?

The magnitude of the walrus's uniform acceleration is

Explanation:

First, we need to gather the data the problem provides us with. We know the Walrus will start with a velocity of 1.95 m/s. This will be our initial velocity.

Next, we know that in the end, the walrus will have a velocity of 9.45 m/s, this will be our final velocity.

and finally, we know the walrus will travel 95m before he reaches the final velocity. This will be our displacement.

x= 95m

So we need to look for a formula we can use that contains: initial velocity, final velocity and displacement. Such a formula looks like this:

so now we can plug the given data into the formula so we get:

which yields:

a=

So the magnitude of the walrus's uniform acceleration is

explanation:

the masses of the objects and the distance between them

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