show that diagonal of parallelogram divides into right angle
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I hope it helps you
Step-by-step explanation:
in parallogram ABCD
We know AB=CD=BC=AD
AC is the Diagonal
Make them Congruent
Then,
Therefore Angle ADC=Angle ABC( By Corresponding parts of the Congruent triangle/cpct)
so we can say that diagonal AC divides /_ADC and /_ABC into Right angle
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Answered by
1
Answer:
Answer:
Step by step explanation:
in parallogram ABCD
We know that AB=CD=BC=AD
AC is the Diagonal
Make them Congruent
Then,
Therefore Angle ADC=Angle ABC( By Corresponding parts of the Congruent triangle/cpct)
so we can say that diagonal AC divides /_ADC and /_ABC into Right angle
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