Question

question 2: (a) which angle is corresponding to angle c? (b) which angle is alternate to angle d? (c) which angle is corresponding to angle h? (d) which angle is vertically opposite to angle a? (e) which angle is alternate to angle e? (f) which angle is co - interior with angle c? (g) which angle is vertically opposite to angle h? (h) which angle is co - interior with angle e? (i) which angle is corresponding to angle a? (j) which angle is vertically opposite to angle g?

Explanation:

Step1: Recall corresponding - angles rule

Corresponding angles are in the same relative position at each intersection where a straight - line crosses two others.

Step2: Recall alternate - angles rule

Alternate angles are on opposite sides of the transversal and between the two lines.

Step3: Recall vertically - opposite angles rule

Vertically opposite angles are opposite each other when two lines intersect.

Step4: Recall co - interior angles rule

Co - interior angles are between two lines and on the same side of the transversal.

(a) Angle g is corresponding to angle c.
(b) Angle h is alternate to angle d.
(c) Angle b is corresponding to angle h.
(d) Angle c is vertically opposite to angle a.
(e) Angle d is alternate to angle e.
(f) Angle e is co - interior with angle c.
(g) Angle f is vertically opposite to angle h.
(h) Angle d is co - interior with angle e.
(i) Angle e is corresponding to angle a.
(j) Angle f is vertically opposite to angle g.

Answer:

(a) Angle g
(b) Angle h
(c) Angle b
(d) Angle c
(e) Angle d
(f) Angle e
(g) Angle f
(h) Angle d
(i) Angle e
(j) Angle f