If the carriage wheel has a diameter of 2.1m, how many turns will it take to cover a distance of 3.3 km?
1️⃣ 500
2️⃣ 330
3️⃣ 250
4️⃣ 200
Answers
Answered by
4
Answer:
1) 500 turns
Step-by-step explanation:
d = 2.1m = 2r
circumference = 2πr = (22/7)×2.1 = 6.6m
so, number of turns = (3.3 × 1000m)/6.6 = 500
Answered by
3
Given,
Diameter of wheel = 2.1 m
Distance = 3.3 km = 3300m
Solution,
Distance cover by a wheel in one turn = circumference of wheel
Circumference = 2 πr
= 2*(22/7)*(2.1/2)
= 22/7 *2.1
=22* 0.3
=6.6m
Turns in 3300m = distance/(distance cover in one turn)
=3300/6.6
=33000/66
=1000/2
=500
It will take 500 turns to cover the distance of 3.3km (3300m).
Diameter of wheel = 2.1 m
Distance = 3.3 km = 3300m
Solution,
Distance cover by a wheel in one turn = circumference of wheel
Circumference = 2 πr
= 2*(22/7)*(2.1/2)
= 22/7 *2.1
=22* 0.3
=6.6m
Turns in 3300m = distance/(distance cover in one turn)
=3300/6.6
=33000/66
=1000/2
=500
It will take 500 turns to cover the distance of 3.3km (3300m).
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