. A croquet mallet delivers an impulse of 8.83 N. s to a 0.5 kg croquet ball initially at rest. What is the speed of the ball immediately after being stuck

The speed of the ball immediately after being caught is 17.66

Explanation:

Moment is a measurement of mass in motion - how much mass is in how much motion.

On the other hand, momentum is a term that quantifies the general effect of a force acting over time. That is, the momentum exerted on a body is equal to the change in the body's momentum, this is known as the momentum-momentum theorem.

The impulse is the product between a force and the time during which it is applied. It is a vector magnitude:

I=F*Δt

The unit of momentum in the International System (S.I.) is the newton per second (N*s)

In practice it is difficult to estimate the variation of the force over time, so in many  cases it is required to define a constant average force that generates the same impulse at  particle than that given by when it acts during the time interval . Therefore, considering the average force for the same time interval , the impulse remains  defined as:

I = FmΔt

Where the force Fm is calculated as the product between the mass and the acceleration:

Fm = m * a

Being the acceleration the quotient between the variation of speed and time:

You get:

I = m*(Δv÷Δt)*Δt

Then:

I=m*Δv

In this case:

Replacing:

8.83 N*s= 0.5 kg*Δv

Solving:

Δv=

Δv=17.66

The speed of the ball immediately after being caught is 17.66

it breaks and dirupture other materials and other sencews from the bottom

it doesn't. it was imagined up in the middle ages.