Question: ( 1 0 points ) A 1 6 - pound cannonball is fired vertically from ground level at a velocity of 2 0 0 feet

(10

points

)

16 -

pound cannonball is fired vertically from ground level at a velocity of

200

feet per second. Find the velocity and the time it will take for the cannonball to reach its maximum height if air resistance is taken into account. Finally, find the maximum height of the cannonball. Use the DE:

m \frac{d v}{d t} = - k v - m g,

where

k = 0.0025

and

g = 32 f \frac{t}{s e c^{2}} .

( 1 0 points ) A 1 6 - pound cannonball is fired

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