Plan & Active Activity

$K\_E\; =\; fracmv^2$

    

where m is the accumulation of the item and v is its velocity.

    

Potential activity in a connected gravitational acreage is accord

$P\_E\; =\; mgh$

    

where m is the accumulation of the object, g is the backbone of the gravitational acreage ($9.8\; m/s^2$ on earth) and h is the acme of the object.

    

    Work-Kinetic activity relation

    $W\; =\; 1/2mV\_F^2\; -\; 1/2mV\_I^2$

    

Potential energy, active activity relationship

    

$K\_E\; =\; P\_E,\; 1/2mV^2\; =\; mGH$

    

    The law states that P_E (potential energy) is the activity of a a accustomed accumulation and position a assertive bulk of activity at such a height. If the item is in motion, K_E (kinetic energy), the abeyant activity is than transfered to active energy. Back due to the third law of thermodynamics which states that activity can not be created nor destroyed, but alone tranfered, such alteration of activity can occur

    

    For a accustomed equation, in adjustment to amount out the plan of the position, it can be done one of either two ways. The calculus adjustment (which involves affiliation of the function) and the algebraic way (which involves the plan active activity relationship)

    Calculus adjustment (ex)-the compression of a bounce from 1 m to 4 meters

    Since affiliation basically finds the breadth of the accustomed action (which can aswell be apparent by the blueprint if possible). If F = Kx, area F is the force, K is the force constant, and x is the ambit it was compressed,

    if the origional action is F = Kx, back K is a constant, this than becomes K

    Algerbaic methods

    in adjustment to amount out the plan due to a alteration bulk of velocity. first actuate how abundant activity is in the accustomed system. Your blueprint from now on will be mgh + 1/2mV^2 = activity at abounding height.