ABCD IS A SQUARE. SHOW that the two TrainglesABC and ADC are congruent to each other
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✌HEY MATE✌
THERE'S THE PROCEDURE TO PROVE IT.
HOPE IT HELPS!!☺
THERE'S THE PROCEDURE TO PROVE IT.
HOPE IT HELPS!!☺
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A______B
|.\ l
|. \ l
l. \ l
l. \ l
l. \ l
l. \ l
l_____ \l
D. C
GIVEN:
ABCD is a square
AB = BC = CD = AC
Also, Angle A = angle B = angle C = angle D = 90°
Construction
In ∆ ABC and ∆ ADC
AB = CD. ( sides of square are equal)
Angle B = Angle D ( 90°)
AB = AD
By SAS ∆ ABC is congruent to ∆ ADC
|.\ l
|. \ l
l. \ l
l. \ l
l. \ l
l. \ l
l_____ \l
D. C
GIVEN:
ABCD is a square
AB = BC = CD = AC
Also, Angle A = angle B = angle C = angle D = 90°
Construction
In ∆ ABC and ∆ ADC
AB = CD. ( sides of square are equal)
Angle B = Angle D ( 90°)
AB = AD
By SAS ∆ ABC is congruent to ∆ ADC
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