ABCD is a rectangle and AC is one of its diagonals.Are the two triangle formed by the diagonal congruent?if so,give te proof and write the congruence of triangle in correct correspondance.
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Answered by
6
Yes they both are congruent
A!-----------------------!B
! !
! !
! !
D!-----------------------!C
IN triangles ABC and ADC
AB=AC (opp. sides of rectangle)
/_B=/_D (/_ of a rectangle)
BC=AS (opp. sides of rectangle)
So triangles are congruent by SAS criteria
A!-----------------------!B
! !
! !
! !
D!-----------------------!C
IN triangles ABC and ADC
AB=AC (opp. sides of rectangle)
/_B=/_D (/_ of a rectangle)
BC=AS (opp. sides of rectangle)
So triangles are congruent by SAS criteria
RishikKurkiya1:
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Answered by
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so the two triangles formed are ABD and BDC,
in these two triangles,
AD=CB(sides of a rectangle)
angleC=angleA=90degrees
AB=CD(sides of a rectangle)
so triangle ABD is congruent to triangle BDC
if helped mark my answer as the brainliest
in these two triangles,
AD=CB(sides of a rectangle)
angleC=angleA=90degrees
AB=CD(sides of a rectangle)
so triangle ABD is congruent to triangle BDC
if helped mark my answer as the brainliest
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