Question

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A scooter acquires a velocity of 36 km per hour in 10 seconds just after the start.calculate the acceleration of the scooter.

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Answer 1

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$\large\bold{\underline{\underline{Question:-}}}$

A scooter acquires a velocity of 36 km per hour in 10 seconds just after the start.calculate the acceleration of the scooter.

$\text{\large\underline{\red{Given:-}}}$

Final Velocity = 36 km/h.

Initial Velocity = 0 m/s.

Time taken = 10 seconds.

$\text{\large\underline{\purple{To\:Find:-}}}$

What is the acceleration of the scooter?

$\text{\large\underline{\pink{Formula \: To \: be \: used:-}}}$

v = u + at

$\text{\large\underline{\green{Solution:-}}}$

as we are providing with the final velocity and time we can using equation of motion

so, using equation of motion .i.e.,

➠ v = u + at

Here,

v = final velocity, u = initial Velocity, a = accerlation and t = time

➠ 10 = 0 + (a)(10)

➠ 10 = 10a

➠ a = 10/10

➠ a = 1m/s²

Hence, the acceleration of scooter is 1 m/s².

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Answer 2

Question ::-

A scooter acquires a velocity of 36 km per hour in 10 seconds just after the start.calculate the acceleration of the scooter ?

Given ::-

• Final velocity = 36$\dfrac{km}{h}$

• Initial velocity = 0 $\dfrac{m}{s}$

• Time taken = 10 seconds.

To find ::-

• Acceleration of scooter ?

Formula used ::-

• v = u + at

Solution ::-

$⟼\:\:\:$ v = u + at

$⟼\:\:\:$ 10 = 0 + a × 10

$⟼\:\:\:$10 = 10a

$⟼\:\:\:$ a = $\dfrac{10}{10}$

$⟼\:\:\:$ a = 1 $\dfrac{m}{s}$

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More about it ::-

• v = Final velocity

• u = initial velocity

• a = Acceleration

• t = Time