find the distance covered of the wheel of a bus in 2500 ratio if the diameter of wheel is a 98 CM
Answers
Answered by
16
Given :
Diameter of the wheel = 98 cm
To Find :
Distance covered by the wheel in 2500 Revolutions.
Solution :
Circumference of the circle = 2πr = 2rπ = dπ = 98× 22/7 = 308 cm.
Now,
Distance covered in 1 Revolution = 308 cm
Distance covered in 2500 Revolutions = 308× 2500 = 7,70,000 cm .
★ AhseFurieux ★
Diameter of the wheel = 98 cm
To Find :
Distance covered by the wheel in 2500 Revolutions.
Solution :
Circumference of the circle = 2πr = 2rπ = dπ = 98× 22/7 = 308 cm.
Now,
Distance covered in 1 Revolution = 308 cm
Distance covered in 2500 Revolutions = 308× 2500 = 7,70,000 cm .
★ AhseFurieux ★
Answered by
1
Given => Diameter of the wheel = 98 cm.
Total revolutions of wheel => 2500
Distance covered by wheel = ?
We know that ,
Circumference = 2 π r
Also,
d = 2r
Therefore,
We can also write as,
Circumference = π d
= 22/7 × 98
= 22 × 14
= 308
Circumference = 308 cm
Now,
For 2500 revolutions ,
Total Distance = 2500 × 308
= 7,70,000
Therefore,
Total Distance travelled = 7,70,000 cm.
Thanks!!
Total revolutions of wheel => 2500
Distance covered by wheel = ?
We know that ,
Circumference = 2 π r
Also,
d = 2r
Therefore,
We can also write as,
Circumference = π d
= 22/7 × 98
= 22 × 14
= 308
Circumference = 308 cm
Now,
For 2500 revolutions ,
Total Distance = 2500 × 308
= 7,70,000
Therefore,
Total Distance travelled = 7,70,000 cm.
Thanks!!
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