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An aircraft travelling at 600 km/h accelerates steadily at 10 km/h per second. Taking the speed of sound as 1100 km/h at the aircraft’s altitude, how long will it take to reach the ‘sound barrier’?

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An aircraft travelling at 600 km/h accelerates steadily at 10 km/h per second. Taking the speed of sound as 1100 km/h at the aircraft’s altitude, how long will it take to reach the ‘sound barrier’?

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Initial velocity, u = 600 km/h

Final velocity, v = 1100 km/h

Acceleration = 10 km/h/s = 600 km/h2

From relation, a = \(\frac{(v - u)}{t}\)

t = \(\frac{(v - u)}{a}\)

t = \(\frac{(1100 - 600)}{600}\)

= \(\frac{500}{600}\) = \(\frac{5}{6}\) hr

= 50 sec

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