Question

Suppose △JMN≅△KQR . Which congruency statements are true?

Select each correct answer.
∠M≅∠Q
QK≅MJ
∠N≅∠M
MN≅QR
NJ≅KQ
∠R≅∠K

Answer 1

the first , second and fourth choices are correct.

Answer 2

`\angle M\cong\angle Q`

QK
`\cong`MJ

MN
`\cong` QR

Explanation:

Given
`\triangle JMN\cong\triangle KQR`

Congruency means when two triangles are congruent then their corresponding sides and corresponding angles of two triangles are congruent.

Therefore, we have

`\angle J\cong \angle K`

`\angle M\cong\angle Q`

`\angle N \cong\angle R`

`JM\cong KQ`

`MN\cong QR`

`NJ\cong RK`

Hence, we can see that correct answer are

`\angle M \cong \angle Q`

`QK\cong MJ`

`MN\cong QR`.