In any triangle $A B C$ , angle $A$ is greater than angle B and angle $B$ is greater than angle $C$ , then the smallest side is ?

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None of these

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Solution

The correct option is A AB
angle A> angle B
=> BC > AC ( sides opposite to angles have the same relation as the angle )---(1)
angle B > angle C
=> AC > AB ( sides opposite to angles have the same relation as the angle )---(2)
From 1 and 2,
BC> AC >AB
SMALLEST SIDE - AB

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In any triangle ABC, angle A is greater than angle B and angle B is greater than angle C, then the smallest side is ?

The correct option is A AB angle A> angle B => BC > AC ( sides opposite to angles have the same relation as the angle )---(1) angle B > angle C=> AC > AB ( sides opposite to angles have the same relation as the angle )---(2)From 1 and 2, BC> AC >AB SMALLEST SIDE - AB

In any triangle $A B C$ , angle $A$ is greater than angle B and angle $B$ is greater than angle $C$ , then the smallest side is ?

The correct option is A AB
angle A> angle B
=> BC > AC ( sides opposite to angles have the same relation as the angle )---(1)
angle B > angle C
=> AC > AB ( sides opposite to angles have the same relation as the angle )---(2)
From 1 and 2,
BC> AC >AB
SMALLEST SIDE - AB