prove that diagonals of a rectangle are of equal lenth
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Given ABCD is a rectangle
then AC and BD are diagonals
then in triangle ABC and BCD,
angle b is common angle
BC is common side
AB = CD
so by SAS congruency,
triangle ABC is congruent to BCD
so by cpct,
AC = BD
so diagonals are equal
hence proved
then AC and BD are diagonals
then in triangle ABC and BCD,
angle b is common angle
BC is common side
AB = CD
so by SAS congruency,
triangle ABC is congruent to BCD
so by cpct,
AC = BD
so diagonals are equal
hence proved
Answered by
1
i hope it is clear to you.
plss brainliest my answer
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