Answer:
Explanation:
From the given diagram we notice that
1. Line AB is equal to Line DE.
2. Line AC is equal to line DF.
3. Angle A is equal to angle D
Then, it shows that 2 sides of the triangle are similar and 1 of it's angle is also similar. Then, it is SAS
Where, S- represent sides and A- represents angle
NOTE : we have SSS, ASA, AAS and SAS, we don't have SSA
To write the similar triangle equation
∆ABC ≈ ∆DEF
Since AB is equal to DE, the we replace It with DE and also Angle A is equal to angle D. Also AC is equal to DF, then we replace C with F.
So the answer is C
∆ABC ≈ ∆DEF SAS