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Solve this one plz
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Q. In the figure, ABCD is a parallelogram. AE divides the line segment BD in the ratio 1:2. If BE is equal to 1.5 cm.
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Hey guy!!
Here is your answer
In triangle AOD and triangle BOE
AD || BE
Therefore angle ADO = angle EBO ( ALTERNATE ANGLES )
And angle DAO = angle BEO ( ALTERNATE ANGLES )
Therefore triangle AOD Is similar to triangle BOE
so ratio of corresponding sides are equal.
BO / DO = BE / AD
BO / DO = BE / BC ( ; AD = BC, ABCD is a parallelogram )
1 / 2 = 1.5 / BC
BC = 3 cm
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Here is your answer
In triangle AOD and triangle BOE
AD || BE
Therefore angle ADO = angle EBO ( ALTERNATE ANGLES )
And angle DAO = angle BEO ( ALTERNATE ANGLES )
Therefore triangle AOD Is similar to triangle BOE
so ratio of corresponding sides are equal.
BO / DO = BE / AD
BO / DO = BE / BC ( ; AD = BC, ABCD is a parallelogram )
1 / 2 = 1.5 / BC
BC = 3 cm
Mark me brainliest
And for further answering follow me
Have a great day
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