If in a triangle abc, a=6, b=3 and cos(a-b)=4/5, then its area is
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cos(A-B)=4/5
therefore, 1-tan2(A-B)/2 = 4/5
1+tan2(A-B)/2
By componendo dividendo,
2tan2(A-B) = 5-4
2 5+4
therefore, 1-tan2(A-B)/2 = 4/5
1+tan2(A-B)/2
By componendo dividendo,
2tan2(A-B) = 5-4
2 5+4
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