In the - ABC - DE BC and AD - DB -3-5- If AC -5-6 cm- Then AE -A- 2-1 cmB- 2-4 cmC- 3-6 cmD- 3-2 cm

The correct option is A 2.1 cm In Δ ABC, we have DE || BC (Given) AD/AB = AE/AC [by BPT] 3/3+5=AE/5.6 3/8=AE/5.6 AE = 2.1 cm ...

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Basic Proportionality Theorem

In the Δ ABC ...

Question

$I n t h e Δ A B C, D E | | B C a n d \frac{A D}{D B} = \frac{3}{5} .$ If $A C = 5.6 c m$ . Then $A E =$ _____.

2.1 cm

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2.4 cm

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3.2 cm

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3.6 cm

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Solution

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E C =

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