Two complementary angles differ by 12° , find the angles.
Answers
So answer is 39 , 51 and their difference is also 12
Answer:
Answer:39°, 51°
Answer:39°, 51°Step-by-step explanation:
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12 and, x+x+12=90°
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12 and, x+x+12=90° so,2x+12=90°
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12 and, x+x+12=90° so,2x+12=90° 2x=78
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12 and, x+x+12=90° so,2x+12=90° 2x=78 x=39°
Answer:39°, 51°Step-by-step explanation:sum of complementary angles is 90°Let smaller angle be x Therefore, Greater angle = x+ 12 and, x+x+12=90° so,2x+12=90° 2x=78 x=39°so, other angle = 39+12=51°
So,angles are 39°,51°
Mark me as Brainliest