Question

If Angle A=32 degrees. what must be the measure of angle D in order for Abc to be similar to Def?

Answer 1

i’m pretty sure the answer is 32 degrees still

Answer 2

Option D is correct.

`\angle D = 32^(\circ)`

Explanation:

Given:
`\angle A = 32^(\circ)`

If triangle is similar to triangle DEF,

Two triangles are similar triangles if their corresponding angles are congruent and the corresponding sides are in proportion.

Corresponding Angles:

`\angle B = \angle E = 90^(\circ)`

`\angle C= \angle F`

`\angle A = \angle D`

so,

`\angle D = \angle A = 32^(\circ)`

therefore, the measure of angle D in order for ABC to be similar to DEF is,

`32^(\circ)`