4 Where will the hand of a clock stop if Kavya starts
from 5 and makes 3% of a rotation anti-clock wise?
hs
Answers
Answer:
will stop at 8.
Step-by-step explanation:
starts at 5 and makes 3/4 of a revolution, clockwise? rotate by 180 degree and hence, it will stop at 6. rotate by 180 degree and hence, it will stop at 8. rotate by 90 degree and hence, it will stop at 8.
Question :- where will the hand of a clock stop if kavya starts from 5 and make 3/4 of a rotation anti clock wise ?
Solution :-
we know that,
- 1 rotation = 360° .
so,
→ (3/4) of rotation = (3/4) * 360° = 270° .
then,
→ 5 + 270° (anticlockwise)
→ 5 + {(180° + 90°)anticlockwise}
→ (5 + 180° anticlockwise) + 90° anticlockwise
→ 11 (opposite) + 90° anticlockwise
→ 11 + 90° anticlockwise
→ 11 + 3*30° anticlockwise
→ 11 - 3
→ 8 (Ans.)
Hence, the hand of a clock stop will stop at 8 .
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