Question

[] KLMN Is a SQUARE. Determine ANGLE NMK​

Answer 1

The ∠NMK will be 45°. This can be determined as follows:

• As per the question, KLMN is a square.

• Therefore, its diagonals will be KM and LN.

• Now, In right angled triangle ΔNKM

        NK=NM       (since sides of square)

• Therefore, by isosceles triangle property,

       ∠ NMK = ∠NKM

• Let, ∠NMK = ∠NKM  = x

• ∴ x +90°+x = 180°

                      2x=90°

                        x=45°

• Thus ∠NMK = 45°

Answer 2

Answer:

the answer should be 45

Step-by-step explanation:

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