The wheels of an Audi car has a
diameter of 33 inches. If Ramesh
drives the car at a speed of
180 kms/hr, then find the number
of revolutions made by the wheel
in 11 minutes.
Answers
Given:
The wheels of an Audi car has a diameter of 33 inches. If Ramesh drives the car at a speed of 180 km/hr, then find the number of revolutions made by the wheel in 11 minutes.
To find:
The number of revolutions made by the wheel in 11 minutes.
Solution:
Finding the distance covered in 1 revolution:
The diameter of the wheel, d = 33 inches
So, the radius of the wheel,
r =
We know,
Distance covered by the wheel in 1 revolution is,
= Circumference of the wheel
=
=
=
Finding the distance covered in 11 minutes:
Time = 11 minutes =
The speed of the car = 180 km/hr =
We know,
∴ The distance covered in 11 min or 660 s =
Finding the no. of revolutions:
The no. of revolutions is,
=
=
=
=
≈
Thus, the number of revolutions made by the wheel in 11 minutes is → 12527.
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Given : The wheels of an Audi car has a diameter of 33 inches.
Ramesh drives the car at a speed of 180 kms/hr,
To find : the number of revolutions made by the wheel in 11 minutes.
Solution:
diameter of 33 inches.
Circumference = π ( diameter) = (22/7) * 33
one revolution = 726/7 inches
inch = 2.54 cm
=> one revolution = 726 *2.54/ 7 = 1,844.04/7 cm
Ramesh drives the car at a speed of 180 kms/hr,
Distance covered in 1 hr (60 mins) = 180 km
=> Distance covered in 1 mins = 180/60 = 3 km
Distance covered in 11 mins = 11 * 3 = 33 km
33 km = 33000 m = 3300000 cm
=> Number of revolutions = 3300000 / (1,844.04/7)
= 12,526.8
the number of revolutions made by the wheel in 11 minutes. = 12526
approx 12527
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