Question

the angle between two consecutive digits in a clock?

Answer 1

Hey dear here is your answer!!!!!

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How many parts is the face of clock divided into ?

→ 12 parts !

How many degrees make up a whole circle ?

→ 360°

So, to find the angle between two consecutive digits in a clock, do as follows:-

= $\frac{360}{12}$

= 30°

So, the angle between two consecutive digits in a clock is 30° !

$\large\boxed{\large\boxed{\large\boxed{Solved !}}}}$

❣️⭐ Hope it helps you dear...⭐⭐❣️❣️

Answer 2

$\huge\bf\pink{\mid{\overline{\underline{Your\: Answer}}}\mid}$

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${\bold{\red{\huge{30°}}}}$
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step-by-step explanation:

We know that,

the minute hour hand or minute hand or second all move in a circle.

It means that they must cover an angle of 360°.

Now,

total digits in a clock are 12

( from 1 to 12 )

It means that,

12 digits cover 360°

by ratio proportion,

1 digit will cover

= 360/12

= 30°

Hence,

the angle between two consecutive digits of a clock is 30°.