Question

how many degrees does the minute hand covers in the same time in which the second hand covers 180 degrees​

Answer 1

Answer:

Minute hand covers three degrees in the same time in which the second hand covers 180 degrees.

Step-by-step explanation:

• For second hand,

       $360$ degrees covers in time = 1 minute

       $180$  degrees covers in time = 1.5 minute

• For minute hand,

        In 60 minutes cover = 180°

        In 1 minutes cover rotation $=\frac{360}{60}=6 degrees$

        In 1 minutes cover rotation = $6*0.5$ = 3°

Therefore, minute hand covers 3° when second hand covers 180°.

               

Answer 2

Answer:

concept : We know that 1 hours is equal to 60 minutes and 1 min is equal to 60 second.

given : The second hand covers 180 degrees.

To find : How many degrees does the minute hand covers in the same time in which the second hand covers 180 degrees​

Step-by-step explanation:

For Second Hand

$360$° rotation = 1 minute

1° rotation =  $\frac{1}{360}$ minute

180° roation = $\frac{1 * 180}{360}$  = 0.5 minute

For Minute Hand

60 minute = 360° rotation

1 minute = $\frac{360}{60}$ = 6° rotation

0.5 minute = 0.5 * 6° = 3° rotation.

Therefore, answer is 3° .

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