Question

Angular speed of second's hand of watch in rad/sec is???

Answer 1

@Abhisar

Answer 2

v=omega*r

Answer 3

ok

Answer 4

actually don need to use that formula
We simply divide the amount of degrees it covers by the amount of time it takes.

Thus,

360 degrees in 60 seconds

6 degrees per second.

Now, you may want to know it in radians. To find the angular speed in radians you simply convert degrees to radians.

(6 deg) * (pi rad) / (180 deg) to convert 6 degrees into radians

= (1/30) * pi radians

.0333 * pi radians per second
or

.1037 rad / sec

Answer 5

getting it ?

Answer 6

yes

Answer 7

and in case of minute hand?

Answer 8

@Abhisar are u there???

Answer 9

(2 x pi ) / 60 = 0.1047 rad /s

Answer 10

all clear ?

Answer 11

and in case of minute hand?

Answer 12

2*pi/3600 rad/sec? in case of minute's hand

Answer 13

Minute hand covers 360° in 3600 seconds or one hour, so 0.1° per second

Answer 14

2*pi/3600 rad/sec right

Answer 15

(0.1 * pi)/180 rad/sec

Answer 16

ok got it

Answer 17

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