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The angles of a triangle are in the ratio `1:2:3` , then the sides of a triangle are in the ratioA. `1:sqrt(3):2`B. `2:sqrt(3):1`C. `sqrt(3):2:1`D. `3:2:1` |
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Answer» Correct Answer - A Given, `(angleA)/(1)=(angleB)/(2)=(angleC)/(3)=(A+B+C)/(1+2+3)=(180^(@))/(6)=30^(@)` `thereforeangleA=30^(@),angleB=60^(@),angleC=90^(@)` By sine rule , `a:b:c=sinA:sinB:sinC` `=sin30^(@):sin60^(@):sin90^(@)` `=(1)/(2):(sqrt(3))/(2):1=1:sqrt(3):2` |
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