A particle moves along a straight line. The acceleration of the particle as function of time is given by a = 6t + 12 Initial velocity of particle is 1 m/s. Find distance (in meters) traveled by particle in 1 second.

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grenade · Answer

here we have to do integration and solve out the question something like cv/dt and check out the answer would be 8

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A particle moves along a straight line. The acceleration of the particle as function of time is given by a = 6t + 12 Initial velocity of particle is 1 m/s. Find distance (in meters) traveled by particle in 1 second.

A particle moves along a straight line. The acceleration of the particle as function of time is given by a = 6t + 12 Initial velocity of particle is 1 m/s. Find distance (in meters) traveled by particle in 1 second.

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A particle moves along a straight line. The acceleration of the particle as function of time is given by a = 6t + 12 Initial velocity of particle is 1 m/s. Find distance (in meters) traveled by particle in 1 second.

A particle moves along a straight line. The acceleration of the particle as function of time is given by a = 6t + 12 Initial velocity of particle is 1 m/s. Find distance (in meters) traveled by particle in 1 second.

1 Answers

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Other Related Questions on Mechanics

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