in the square ABCD show that the two triangle a b c and ABC and congruent to each other
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3
All sides are equal and AC is common
So by SSS congruency
∆abc congruent to∆adc
So by SSS congruency
∆abc congruent to∆adc
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5
let BC is the diagonal in square ABCD
we have triangle ABC and triangle BCD :-
AB= CD ( sides of square are equal)
AD = BC ( same here)
BC = BC ( common)
hence , triangle ABC congruent to triangle BCD
we have triangle ABC and triangle BCD :-
AB= CD ( sides of square are equal)
AD = BC ( same here)
BC = BC ( common)
hence , triangle ABC congruent to triangle BCD
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