Sum of two sides is greater than third side rule.
How can we assume RS is not the shorter side? since this is a QC question.
Isn’t the rule this - sum of two shorter sides is greater than the third side?
The triangle inequality is general: the sum of two sides is greater than the third side.
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It need not be sum of two “smallest” sides ?
It is : Sum of “any” two sides?
Yes.
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