If \(\angle\)A = 65° in parallelogram ABCD, then the measures of \(\angle\)B, \(\angle\)C, and \(\angle\)D respectively are:

Q.If \(\angle\)A = 65° in parallelogram ABCD, then the measures of \(\angle\)B, \(\angle\)C, and \(\angle\)D respectively are: (a) 65°, 115°, 115° (b) 115°, 115°, 65° (c) 115°, 65°, 115° (d) 65°, 65°, 115°

Answer: C

\(\angle\)B = 180° − \(\angle\)A = 180° − 65° = 115° \(\angle\)C = \(\angle\)A = 65° And \(\angle\)D = \(\angle\)B = 115°