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find-the-value-sin-13pi-6-cos-49pi-4-




Question Number 69458 by mhmd last updated on 23/Sep/19
find the value sin(−13π/6) , cos(49π/4)
findthevaluesin(13π/6),cos(49π/4)
Commented by kaivan.ahmadi last updated on 23/Sep/19
sin(−2π−(π/6))=sin(−(π/6))=−sin((π/6))=−(1/2)  cos(((49π)/4))=cos(12π+(π/4))=cos((π/4))=((√2)/2)
sin(2ππ6)=sin(π6)=sin(π6)=12cos(49π4)=cos(12π+π4)=cos(π4)=22

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