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 My Things - Noooo Touchy!

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Bellator Kenai
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PostSubject: My Things - Noooo Touchy!   Mon Mar 02, 2015 8:15 pm

For KenaiBear:


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Dominus Demetri
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PostSubject: Re: My Things - Noooo Touchy!   Mon Mar 02, 2015 11:03 pm

For Demetri:

   
where my demons hide

But with the beast inside
A constant force, acting on a particle of mass m, will produce a constant acceleration a. Let us choose the x-axis to be in the common direction of F and a. What is the work done by this force on the particle in causing a displacement x?

   We have, for constant acceleration, the relations a = ( V - v ) / t and x = ½ ( V + v ) t. Here v is the particle's speed at t = 0 and V is its speed at time t. The the work done is W = F x = m a x = m ( ( V - v ) / t ) ( ½ ( V + v ) ) t = ½ m V² - ½ m v².

   We call one-half the product of the mass of a body and the square of its speed the kinetic energy of the body. If we represent kinetic energy by the symbol K, then K = ½ m v². We may then state the above equation in this way:

   The work done by the resultant force acting on a particle is equal to the change in the kinetic energy of the particle.

   A constant force, acting on a particle of mass m, will produce a constant acceleration a. Let us choose the x-axis to be in the common direction of F and a. What is the work done by this force on the particle in causing a displacement x?

   We have, for constant acceleration, the relations a = ( V - v ) / t and x = ½ ( V + v ) t. Here v is the particle's speed at t = 0 and V is its speed at time t. The the work done is W = F x = m a x = m ( ( V - v ) / t ) ( ½ ( V + v ) ) t = ½ m V² - ½ m v².

   We call one-half the product of the mass of a body and the square of its speed the kinetic energy of the body. If we represent kinetic energy by the symbol K, then K = ½ m v². We may then state the above equation in this way:

   The work done by the resultant force acting on a particle is equal to the change in the kinetic energy of the particle.

   
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Dominus Demetri
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Posts : 172
Join date : 2013-05-19
Location : Wichita, Kansas

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Rank: Dominus

PostSubject: Re: My Things - Noooo Touchy!   Tue Mar 03, 2015 12:25 am

For my Favorite Werewolf:



CONTENT GOES HERE

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