Question

The rotation undergoes by the minute hand of the clock as it traverses a distance of 510 min is:​

Answer 1

Answer:

510 minutes is 8 hours and 30 minutes.

in 1 hours clock rotates 360°.

in 8 hours it will rotate = 8×360

=2880°

and in 30 minutes it will rotate 180 °more

so total rotation,

=2880+180

=3060°

hope it helps u dear ☺️☺️☺️

Answer 2

The rotation undergone by the minute hand of the clock as it traverses a distance of 510 min is 3060°

Given : The minute hand traverses a distance of 510 min.

To find : The rotation undergone by the minute hand.

Solution :

We can simply solve this mathematical problem by using the following mathematical process. (our goal is to calculate the rotation undergone by the minute hand)

Now, we know that :

In 1 hour the minute hand undergoes = 360°

In 60 minutes the minute hand undergoes = 360°

In 1 minute the minute hand undergoes = 360°/60 = 6°

In 510 minutes the minute hand undergoes = 6° × 510 = 3060°

(This will be considered as the final result.)

Hence, the rotation undergone by the minute hand of the clock as it traverses a distance of 510 min is 3060°.