Calculate T1 and T2 in the figure
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Answered by
5
as there is no motion along horizontal direction
T1sin30=T2cos30
T1*1/2=T2*√3/2
T1=√3T2
also
T₁cos30+T₂sin30=mg
T₁√3/2+T₂/2=mg
√3T₁+T₂=2mg
but T₁=√3T₂
therefore
√3*√3T₂+T₂=mg
4T₂=mg
T₂=mg/4
since we know T2 therefore T1 is
T₁=√3T₂
=√3/4T₂
Hope this helps
Answered by
4
Answer:
as there is no motion along horizontal direction
T1sin30=T2cos30
T1*1/2=T2*√3/2
T1=√3T2
also
T₁cos30+T₂sin30=mg
T₁√3/2+T₂/2=mg
√3T₁+T₂=2mg
but T₁=√3T₂
therefore
√3*√3T₂+T₂=mg
4T₂=mg
T₂=mg/4
since we know T2 therefore T1 is
T₁=√3T₂
=√3/4T₂
Hope this helps
Explanation:
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