If A=30° and b:c=2:√3, show that B=90°
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Step-by-step explanation:
b/c= sec30°=2/√3
c is hypotenuse as sec theta = h/b
so angle opposite to hypotenuse is of90°
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Answer:
If the angles of Rt.triangle are 30: 60:90, the sides opposite them are in the ratio I: v3:2
LA=30,L C=60 LB = 90
LB = 90 proved
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