In the square ABCD,show that the two triangles ABC ADC are cangrunt to each other.
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according to SAS postulate it is possible
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TO PROVE:-triangleABC is congruent to triangle ADC
PROOF:- in triangle ABC and triangle ADC
AC=AC(COMMON SIDE)
AB=CD(SIDES OF A SQUARE ARE EQUAL)
AD=BC(SIDES OF A SQUARE ARE EQUAL)
THEREFORE BY SSS CONGRUENCY,TRIANGLE ADC IS congruent TO TRIANGLE ABC
PROOF:- in triangle ABC and triangle ADC
AC=AC(COMMON SIDE)
AB=CD(SIDES OF A SQUARE ARE EQUAL)
AD=BC(SIDES OF A SQUARE ARE EQUAL)
THEREFORE BY SSS CONGRUENCY,TRIANGLE ADC IS congruent TO TRIANGLE ABC
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