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Question
In fig, seg DE || sec BC, identify the correct statement.
Options
`(AD)/(DB) = (AE)/(AC)`
`(AD)/(DB) = (AB)/(AC)`
`(AD)/(DB) = (EC)/(AC)`
`(AD)/(DB) = (AE)/(EC)`
MCQ
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Solution
`bb((AD)/(DB) = (AE)/(EC))`
Explanation:
In ΔABC,
seg DE || sec BC ...(Given)
∴ By Basic proportionality theorem,
`(AD)/(DB) = (AE)/(EC)`
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