Angle between two hand clock at 12 hours 2 hours 3 hours 6 hours . Des

1.	Angle between two hand clock at 12 hours 2 hours 3 hours 6 hours . Describe the each angle
Answer» 1. The total angle in a CLOCK is 360 ∘ 2. The minute HAND covers this 360 ∘ in 60 minutes. Thus, for every minute it covers 6 ∘ 3. The hour hand covers this 360 ∘ in 12 hours. Thus, in each hour it covers 30 ∘ 4. The minute had has travelled for 0 minutes. So, it has covered 30×0=0 ∘ 5. The hour hand has travelled for 8 hours. So, it has covered 8×30=240 ∘ 6. The difference between the TWO will give the angle between the two hands. Thus, the required angle=240 ∘ −0 ∘ =240

Angle between two hand clock at 12 hours 2 hours 3 hours 6 hours . Describe the each angle

Answer»

1. The total angle in a CLOCK is 360

∘

2. The minute HAND covers this 360

∘

in 60 minutes. Thus, for every minute it covers 6

∘

3. The hour hand covers this 360

∘

in 12 hours. Thus, in each hour it covers 30

∘

4. The minute had has travelled for 0 minutes. So, it has covered 30×0=0

∘

5. The hour hand has travelled for 8 hours. So, it has covered 8×30=240

∘

6. The difference between the TWO will give the angle between the two hands. Thus, the required angle=240

∘

−0

∘

=240