Triangle ABC = Triangle ADF, AD = 18, BC = 17, DF= [?]
![Triangle ABC Triangle ADF AD 18 BC 17 DF class=](https://us-static.z-dn.net/files/dab/c03a066a3cf89b611e7a1d65e9b746e2.png)
The value of the length DF is 17
The statement Triangle ABC = Triangle ADF means that the triangles ABC and ADF are congruent triangles.
So, we have:
AB = AD
AC = A F
BC = DF
Given that BC = 17;
The equation BC = DF becomes
17 = DF
Rewrite as:
DF = 17
Hence, the value of the length DF is 17
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