A mass M of 20 kg is suspended by two ropes
AC and BC as shown. The tension in the
rope
AC is
1) 20 x 9.8 x 2 N
2) 20 x 9.8 / V3 N
3) 20 x 9.8 x V 3N
4) none
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(2) 20 x 9.8 / √3 N
Given:
- Mass of a mass(M) is 20 kg.
- M is suspended by the two ropes.
To Find:
- The tension in the rope AC.
Solution:
Let's assume that tension in a string is Ta & in a string is b Tb.
Now, taking component of the tensions
Ta = sin30∘ =Tbsin30∘ ......(1)
it means Ta =Tb
Ta cos30∘ + Tb cos30∘ = mg ......(2)
⇒ 2Ta cos30 ∘ = 20×9.8
⇒Ta = Tb
⇒ 20 x 9.8 / √3 N
Therefore the answer is Option (2): 20 x 9.8 / √3 N
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