Question

In the diagram below, \triangle{ FOR}△FORtriangle, F, O, R is an isosceles triangle and \overline{OR} OR start overline, O, R, end overline is parallel to \overline{AN} AN start overline, A, N, end overline.​

Answer 1

Answer:

Sorry I don't know this one Any one else can tell you

Step-by-step explanation:

Answer 2

AN = 16

Given:

FN = 10

FO = 7

RO = 11.2

△FOR is an isosceles triangle and OR is parallel to AN, we have to find the length of AN.

Now, in the given triangle,

△RFO ~ △NFA (by AA congruency rule)

Hence, the sides of △RFO and △NFA are in same proportion

i.e., FR/RO = FN/AN

7/11.2 = 10/ AN

AN = 16