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The alternate angles are formed between the parallel lines after they are cut by a transversal. Alternate angles don't have the same vertices. Alternate angles can also fall on alternate side of transversal.
The alternate angles are the pair of angles which are formed when the coplanar lines are cut by a transversal.
Q = 44 DEGREES (K36)
F= 76 DEGREES (L46)
1) A = 157 DEGREES
2) B = 23 DEGREES (M56)
3) C = 157 DEGREES
C = 64 DEGREES
D = 37 DEGREES (N66)
? = 52 DEGREES (P76)
A) ALTERNATE ANGLES
B) CORRESPONDING ANGLES
C) VERTUCALLY OPPOSITE ANGLES
C = DEGREES
ANGLE TYPE:
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