In this problem, we'll discover why we always see quadratic functions for equations of motion. Near the surface of the e

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In This Problem We Ll Discover Why We Always See Quadratic Functions For Equations Of Motion Near The Surface Of The E 1 (16.31 KiB) Viewed 16 times

In this problem, we'll discover why we always see quadratic functions for equations of motion. Near the surface of the earth, the acceleration due to gravity is almost constant- about 32 fee 2 Velocity it an antiderivative of acceleartion. Determine the "general antiderivative of the acceleartion function e(t)=-32 [The variable is t. not a, and don't forget +C Now consider a chem student who shows up to chem lab without proper footwear. The chem prof, in a fie of rage, throws the snudent for just these shoes) our of the lab window. Ler's anume the prof threw the shoes straight up with a velocity of 20 fi/sec, meaning (0)-20. Find the exact formula for the velocity (1) of de shoes at second t afier chey were thrown. [Hine what do you need en be] +(()= For the velocity function you just found, write its general antiderwative here. *(t)= The window where the shoes were thrown from us about 30 feet above the ground. Find the equation (1) that describes the position (height) of the shoes.