Question

# Which congruence criterion do you use in the following?Given: $$\angle$$MLN$$=\angle$$FGH, $$\angle$$NML$$=\angle$$HFG, ML$$=$$FG. So $$\Delta$$LMN$$\equiv \Delta$$GFH.

Solution

## By ASA congruence criterion, since it is given that $$\angle$$MLN$$=\angle$$FGH, $$\angle$$NML$$=\angle$$HFG, ML$$=$$FG.The two angles and one side in one of the triangle are equal to the corresponding angles and side of other triangle.Therefore, $$\Delta$$LMN$$\equiv\Delta$$GFH.MathematicsNCERTStandard VII

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