Question: If the diameter of a car tyre is 56 cm, then: (A) How far does the car need to travel for the tyre to complete one revolution? (B) How many revolutions does the tyre make if the car travels 10 km? [Page No. 130] Answer: Verified (A) Distance=Circumference=πd\text{Distance} = \text{Circumference} = \pi dDistance=Circumference=πd =227×56=22×8= \frac{22}{7} \times 56 = 22 \times 8=722×56=22×8 =176 cm=1.76 m= 176 \text{ cm} = 1.76 \text{ m}=176 cm=1.76 m (B) Number of revolutions = Total distanceCircumference\frac{\text{Total distance}}{\text{Circumference}}CircumferenceTotal distance =10000 m1.76 m=5,681.82 revolutions= \frac{10000 \text{ m}}{1.76 \text{ m}} = 5,681.82 \text{ revolutions}=1.76 m10000 m=5,681.82 revolutions =5,682 revolutions (approx)= 5,682 \text{ revolutions (approx)}=5,682 revolutions (approx)