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A spaceship moving with an initial velocity of 58.0 meters/second experiences a uniform acceleration and attains a final velocity of 153 meters/second. What distance has the spaceship covered after 12.0 seconds?
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7.9 or 8?\[(vf-vi) \div t=d\]
(153 m/s - 58 m/s) / 12s = 95m/s / 12s = 7.9
7.9 meters
use \(v = u + at\) to get the acceleration then \(v^2 = u^2 + 2ax\) to get the distance travelled
or\[v_f^2 = v_i^2 + 2a \Delta d\]
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