Question

If △DEF ≅ △ACB, then the part of △ACB that correspond to ∠F is

Answer 1

Answer:

If DEF≅ACB then by corresponding parts of concruent triangles,

∠D = ∠A

∠E = ∠C

∠F = ∠B

DE = AC

EF = BC

DF = AB

Answer 2

Given,

ΔDEF ≅ ΔACB.

To Find,

∠F corresponds to what part of ΔACB.

Solution,

We can simply solve the following problem by using the properties of concurrent triangles.

ΔDEF ≅ ΔACB.

This means every part of ΔDEF is equal to the corresponding part of ΔACB.

∠F = ∠B.

Hence, ∠F corresponds to ∠B.