Math, asked by anushka4832, 6 months ago

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Answered by Anonymous
58

 \huge \star \mathtt \red{ \underline{AnsWEr}} \star

 \blue { \tt{Given }}

  • diameter of weel of the car , D1 = 80 cm

  • Then, radius if wheel of car, r = D1 / 2 = 80/2 = 40 CM

  • circumference of wheel of circle =circumference of circle

  • ↪2\pi \: r \:
  • ↪2 \times  \frac{22}{7}  \times 40
  • ↪ \frac{1760}{7} cm

Also Given,

  • Speed of car = 66 km/ h

  • ↪ \frac{66 \times 1000}{60}  \:  \:  \:  \: m  \:  \:  \: per \:  \: min \:
  • 1100 m \ min = 110000 CM \ min

Now,

  • wheel of the car moves in 1 min = 110000 CM

  • :- wheel of the car moves in 10 min = 1100000cm

Then,

↪Number of complete revolution = distance moved in 1 min by wheel of the car / circumference of wheel of the car

↪ \frac{1100000}{ \frac{1760}{7} }  =  \frac{7700000}{1760}  = 4375

Hence,

  • The wheel makes 4375 complet revolution in 10 min .

Answered by ItzDeadDeal
5

\huge \star \mathtt \purple{ \underline{AnsWEr}} </p><p>

\blue { \tt{Given }}

diameter of weel of the car , D1 = 80 cm

Then, radius if wheel of car, r = D1 / 2 = 80/2 = 40 CM

circumference of wheel of circle =circumference of circle

↪2\pi \: r \:↪2πr</p><p>↪2 \times \frac{22}{7} \times 40

↪ \frac{1760}{7} cm

Also Given,

Speed of car = 66 km/ h

↪ \frac{66 \times 1000}{60} \: \: \: \: m \: \: \: per \: \: min \:

1100 m \ min = 110000 CM \ min

Now,

wheel of the car moves in 1 min = 110000 CM

:- wheel of the car moves in 10 min = 1100000cm

Then,

↪Number of complete revolution = distance moved in 1 min by wheel of the car / circumference of wheel of the car

↪ \frac{1100000}{ \frac{1760}{7} } = \frac{7700000}{1760}

Hence,

The wheel makes 4375 complet revolution in 10 min .

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