Question

if a=35
then find b,c and d​

Answer 1

Answer:

Answer:a + b = 180 (angles in linear pair )

Answer:a + b = 180 (angles in linear pair )35 + b = 180

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly c + d = 180

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly c + d = 180 35 + d = 180

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly c + d = 180 35 + d = 180 d = 180 - 35

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly c + d = 180 35 + d = 180 d = 180 - 35 d = 145

Answer:a + b = 180 (angles in linear pair )35 + b = 180b = 180 - 35 b = 145Similarly b + c = 180 145 + c = 180c = 180 - 145 c = 35Similarly c + d = 180 35 + d = 180 d = 180 - 35 d = 145 Pls Mark as brainliest

Answer 2

Answer:

a=35°

b=145°

c=35°

d=145°