Question

In the figure ,if AF is the median,then

AB=AC
AB=BC
BF=FC
AC=FC
​

Answer 1

Answer:

BF=FC

is correct answer...

Step-by-step explanation:

because,

AB =5.5 cm

AC = 7.5 cm

BC = 7 cm

BF = 3.6 cm

FC = 3.6 cm

BF and FC has 3.6 cm

BF = FC

Answer 2

Answer:

• BF=FC

Step-by-step explanation:

Given : A triangle ABC is given.

          AF is the median.

To find : To check, whether

           AB=AC

           AB=BC

           BF=FC

           AC=FC

Solution :

• It is given that, from a figure, a ΔABC is a scalene triangle.
• AF is the median.
• Scalene triangle is a triangle in which all three sides of a triangle are of different lengths.
• Median of a triangle is a line segment which is joint from one of the vertex to the midpoint of opposite side which divides the side in two equal parts.
• So,according to the property of median, it is clear that median AF bisects the side BC into two equal parts i.e. BF and FC.

•   ∴ BF=FC