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3.9: a) Solving Eq. (3.18) with y = 0 , v 0 and t = 0.350 s gives y = 0 600 m .<br />

0 y<br />

=<br />

0<br />

.<br />

b) v x<br />

t = 0.385 m c) v = v = 1.10 m s, v = −gt<br />

= −3.43 m s, = 3.60 m s,72. 2°<br />

below the horizontal.<br />

x<br />

0x<br />

y<br />

v<br />

2 h<br />

3.10: a) The time t is given by t = 7.82 s .<br />

=<br />

g<br />

b) The bomb’s constant horizontal velocity will be that of the plane, so the bomb<br />

travels a horizontal distance x = vx t = ( 60 m s)(7.82 s) = 470 m .<br />

c) The bomb’s horizontal component of velocity is 60 m/s, and its vertical component<br />

is − gt = −76.7 m s .<br />

d)<br />

e) Because the airplane and the bomb always have the same x-component of velocity and<br />

position, the plane will be 300 m above the bomb at impact.

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