Home
Class 14
MATHS
In a triangle ABC, the medians AD and BE...

In a triangle ABC, the medians AD and BE intersect at G. A line DF is drawn parallel to BE such that F is on AC. If AC = 9 cm, then what is CF equal to ?

A

2.25 cm

B

3 cm

C

4.5 cm

D

6 cm

Text Solution

AI Generated Solution

Promotional Banner

Similar Questions

Explore conceptually related problems

One-fifth of the area of a triangle ABC is cut off by a line DE drawn parallel to BC such that D is on AB and E is on AC. If BC = 10 cm, then what is DE equal to ?

In a triangle ABC,if the median AD makes an angle theta with AC and AB=2AD then sin theta=

In triangle ABC, AD is a median. Prove that AB + AC gt 2AD

The median AD of a triangle ABC is bisected at F, and BF is produced to meet the side AC in P. If AP = lamdaAC , then what is the value of lamda .?

In Delta ABC, angle B = 90^(@) and BD bot AC. If AC = 9 cm and AD = 3 cm then BD is equal to

The median AD of triangle ABC is bisected at F and BF is produced to meet the side AC in P. If AP=lambda AC then what is the value of lambda

In a Delta ABC median BE and CF intersect at O ratio of area of (OFE)/(ABC) = ?