Question

Ammar is constructing an angle congruent to ∠MNP ∠ M N P . With his straightedge, he draws and labels DE−→− D E → . He places the compass point on point N and draws an arc that intersects NM−→− N M → and NP−→− N P → . He labels the point where the arc intersects ​ NM−→− N M → ​ as point Q and the point where the arc intersects ​ NP−→− N P → ​ as point R. Without changing the compass opening, he puts the compass point on point D and draws a long arc that intersects ​ DE−→− D E → ​. He labels the point of intersection as point F. What is Ammar's next step? Without changing the compass opening, put the compass point on point D and draw an arc. Open the compass so that the compass point is on point Q and the pencil point is on point R. Then put the compass point on point F and draw an arc. Open the compass so that the compass point is on point Q and the pencil point is on point R. Then put the compass point on point

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