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In A ABC, EF || AC, BC = 10 cm, AB = 13 cm and EC = 2 cm, find AF
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Answer:
AF= 2.6cm
Step-by-step explanation:
By Basic Proportionality Theorem, when EF||BC:
BE/EC= BF/AF
Adding 1 to both sides, we get:
(BE/EC) + 1=(BF/AF)+1
or, BC/EC= AB/AF..............(I)
Let us assume AF to be x cm
Then, putting values of BC, EC, AB in equation (I), we get:
10/2=13/x
or, 10x=13×2
or, 10x = 26
or, x =2.6 cm
Hence, the value of AF is 2.6cm (Ans.)
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