Physics, asked by tapaswinib183, 1 month ago

A truck of
mass 1000 kg increases its velocity from 60 km/h
to 80 km/h in 10 sec. Calculate the applied force of the truck

Answers

Answered by savitasrivastava6082
0

Answer:

Solution:

Weight of truck = Force = 1000 kgf

Mass = 1000 kg

Initial velocity = 36 km\ h^{-1}km h

−1

= \frac{36\times1000}{60\times60}

60×60

36×1000

= 10 m\ s^{-1}m s

−1

New velocity = 72 km\ h^{-1}km h

−1

= \frac{72\times1000}{60\times60}

60×60

72×1000

= 20 m\ s^{-1}m s

−1

Work done = Increase in energy

= \frac{1}{2}mv^2-\frac{1}{2}mu^2

2

1

mv

2

2

1

mu

2

= \frac{1}{2}m\left(v+u\right)\left(v-u\right)

2

1

m(v+u)(v−u)

= \frac{1}{2}\times1000\times30\times10

2

1

×1000×30×10

= 150000 J

= 1.5\times10^5\1.5×10

5

J

Explanation:

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Answered by tm4227979
0

Answer:

Solution:

Weight of truck = Force = 1000 kgf

Mass = 1000 kg

Initial velocity = 36 km\ h^{-1}km h

−1

= \frac{36\times1000}{60\times60}

60×60

36×1000

= 10 m\ s^{-1}m s

−1

New velocity = 72 km\ h^{-1}km h

−1

= \frac{72\times1000}{60\times60}

60×60

72×1000

= 20 m\ s^{-1}m s

−1

Work done = Increase in energy

= \frac{1}{2}mv^2-\frac{1}{2}mu^2

2

1

mv

2

2

1

mu

2

= \frac{1}{2}m\left(v+u\right)\left(v-u\right)

2

1

m(v+u)(v−u)

= \frac{1}{2}\times1000\times30\times10

2

1

×1000×30×10

= 150000 J

= 1.5\times10^5\1.5×10

5

J

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