The radius of the cross-section of an inflated cycle tyre is 7 cm. The distance of the centre of the cross-section from the axis is 20 cm. Find the volume of the tyre
IceCrystal:
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Solution:-
Volume = area of cross section × length
Here, Area of the cross section = πr²
= 22/7*7*7
= 154 sq cm
Length is nothing but the circumference of the center part = 2πr
= 2*22/7*20
= 880/7 cm
Now,
The required volume of the tyre = Area of the cross section × Length
= 154*880/7
= 19360 cu cm
Answer.
Volume = area of cross section × length
Here, Area of the cross section = πr²
= 22/7*7*7
= 154 sq cm
Length is nothing but the circumference of the center part = 2πr
= 2*22/7*20
= 880/7 cm
Now,
The required volume of the tyre = Area of the cross section × Length
= 154*880/7
= 19360 cu cm
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