Задача Задача №3346260
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If you’re asking for the angle between clock hands at 8:15:
- Minute hand: 15 minutes → 90° from 12.
- Hour hand: 8 hours plus 15 minutes → 8×30° + 15×0.5° = 240° + 7.5° = 247.5°.
Difference: |247.5 − 90| = 157.5°.
So, the smaller angle is 157.5°. The larger angle would be 360 − 157.5 = 202.5°.
If you want the method generalized: angle = |30h − 5.5m|, where h is hours (mod 12) and m is minutes.