Question
In triangle ABC, D is a point on AB and E is a point on AC such that DE || BC. If ADAB = AEx, Then x is
___.
___.
Answer:
:
In △ABC,
DE ∥ BC (Given)
Therefore, ADAB = AEAC [By Basic Proportionality Theorem]
Comparing the above withADAB = AEx
x = AC
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:
In △ABC,
DE ∥ BC (Given)
Therefore, ADAB = AEAC [By Basic Proportionality Theorem]
Comparing the above withADAB = AEx
x = AC
Was this answer helpful ?
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