Question

by how many degrees will the minute hand move in the same time in which the hour hand moves 6 degrees​

Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

Concept:

A conventional 12-hour analog clock's hour hand rotates 360° in 12 hours (720 minutes), or 0.5° each minute. In 60 minutes, the minute hand turns 360 degrees, or 6 degrees per minute.

Given:

The hour hand moves 6 degrees​.

Find:

How many degrees will the minute hand move.

Solution:

The hour hand rotates 360° in 720 minutes.

∴ 1° in $\frac{720}{360} =2$ minutes.

6° in $6*2=12$ minutes.

So the hour hand rotated 12 minutes in 6°.

In 60 minutes the minute hand rotates 360°.

In 1 min = $\frac{360}{60} = 6$°

In 12 min = $12*6=72$°.

Hence the minute hand will move 72 degrees in the same time in which the hour hand moves 6 degrees.