A wheel has $12$ spokes placed at equal distances along the circumference. The angle between any two consecutive spokes will be

$30 °$

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$60 °$

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$90 °$

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$12 °$

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Solution

The correct option is A
$30 °$

Circumference of the wheel having $12$ spokes $= 360 °$
$1$ spoke $= \frac{360 °}{12} = 30 °$

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Similar questions

Q. Rehman is making a wheel using spokes. He wants to fix equal spokes in such a way that the angles between any pair of consecutive spokes are equal. Help him by completing the following table.

Number of spokes	4	6	8	10	12
Angle between a pair of consecutive spokes (in degrees)	90	60	...	...	...

(i) Are the number of spokes and the angles formed between the pairs of consecutive spokes in inverse proportion?
(ii) Calculate the angle between a pair of consecutive spokes on a wheel with

15

spokes
(iii) How many spokes would be needed, if the angle between a pair of consecutive spokes is

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Rehman is making a wheel using spokes. He wants to fix equal spokes in such a way that the angles between any pair of consecutive spokes are equal. Help him by completing the following table.

Number of spokes	4	6	8	10	12
Angle between a pair of consecutive spokes	90°	60°	…	…	…

(i) Are the number of spokes and the angles formed between the pairs of consecutive spokes in inverse proportion?

(ii) Calculate the angle between a pair of consecutive spokes on a wheel with 15 spokes.

(iii) How many spokes would be needed, if the angle between a pair of consecutive spokes is 40°?

Q. What is the angle formed between any two consecutive spokes in a bicycle wheel if it has a total of 48 spokes spread uniformally?

Rehman is making a wheel using spokes. He wants to fix equal spokes in such a way that the angles between any pair of consecutive spokes are equal.

Number of spokes	$4$	$6$	$8$	$10$	$12$
Angle between a pair of consecutive spokes	$90^{\circ}$	$60^{\circ}$

How many spokes would be needed, if the angle between a pair of consecutive spokes is 40°?

Rehman is making a wheel using spokes. He wants to fix equal spokes in such a way that the angles between any pair of consecutive spokes are equal. Help him by completing the following table

Calculate the angle between a pair of consecutive spokes on a wheel with 15 spokes.

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A wheel has 12 spokes placed at equal distances along the circumference. The angle between any two consecutive spokes will be

The correct option is A 30°Circumference of the wheel having 12 spokes =360°1 spoke =360°12=30°

A wheel has $12$ spokes placed at equal distances along the circumference. The angle between any two consecutive spokes will be

The correct option is A
$30 °$

Circumference of the wheel having $12$ spokes $= 360 °$
$1$ spoke $= \frac{360 °}{12} = 30 °$