The equilibrium conditions give
T_1 sin〖35°〗-T_2 sin〖40°〗=0
T_1 cos〖35°〗+T_2 cos〖40°〗-mg=0
or
T_2=sin〖35°〗/sin〖40°〗 T_(1 )
〖T_1 cos〗〖35°〗+cos〖40°〗 sin〖35°〗/sin〖40°〗 T_(1 )=mg
We get
T_1=mg/cos〖35°+tan〖40°〗 sin〖35°〗 〗 =(90 N)/cos〖35°+tan〖40°〗 sin〖35°〗 〗 =69 N
T_2=sin〖35°〗/sin〖40°〗 T_(1 )=sin〖35°〗/sin〖40°〗 ×69 N=62 N
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