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In ∆OAB, E is the mid point of AB and F is a point on OA such that OF=2FA.if C is the point of intersection of OE and BF, then find the ratios OC:CE and BC:CF are

In ∆OAB, E is the mid point of AB and F is a point on OA such that OF=2FA.if C is the point of intersection of OE and BF, then find the ratios OC:CE and BC:CF are

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Grade:12th pass

1 Answers

Vikas TU
14149 Points
4 years ago
P = 0.5λ b + a /(λ +1)
P = YOD 
y/3 = 1/(λ+1)
λ/(2(λ+1) = 2/3 Y 
0.5λ (1/(λ+1) ) = 2/3 * 3/(λ+1)
λ = 4 
Y = 3/5 
OP = 3/5 OD 
 

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