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`sin ((C-A)/2) =(c-a)/b cos(B/2)` |
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Answer» `a/sinA=b/sinB=c/sinA=k` `a=ksinA` `b=ksinB` `c=ksinC` RHS `=(ksinC-ksinA)/(ksinB)*cos(B/2)` `=(sinC-sinA)/sinB*cos(B/2)` `=(sin((C-A)/2)cos((C+A)/2))/(sin(B/2)cos(B/2))*cos(B/2)` `=sin((C-A)/2)[cos((C+A)/2)]/sin(B/2)` `=sin((C-A)/2)` LHS. |
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