cos 20°+cos 140°+cos 100°
Answers
Answered by
11
hey mate
here's the solution
here's the solution
Attachments:

Answered by
2
HII FRIEND
HERE IS YOUR ANSWER
cos20∘+cos100∘+cos140∘==cos20∘+cos(120∘−20∘)+cos(120∘+20∘)==cos20∘+cos120∘cos20∘+sin120∘sin20∘+cos120∘cos20∘−sin120∘sin20∘==cos20∘+2cos120∘cos20∘==cos20∘−2cos60∘cos20∘==cos20∘−212cos20∘==cos20∘−cos20∘=0cos20∘+cos100∘+cos140∘==cos20∘+cos(120∘−20∘)+cos(120∘+20∘)==cos20∘+cos120∘cos20∘+sin120∘sin20∘+cos120∘cos20∘−sin120∘sin20∘==cos20∘+2cos120∘cos20∘==cos20∘−2cos60∘cos20∘==cos20∘−212cos20∘==cos20∘−cos20∘=0
MARKME BRAINLIST AND FOLLOW ME
HERE IS YOUR ANSWER
cos20∘+cos100∘+cos140∘==cos20∘+cos(120∘−20∘)+cos(120∘+20∘)==cos20∘+cos120∘cos20∘+sin120∘sin20∘+cos120∘cos20∘−sin120∘sin20∘==cos20∘+2cos120∘cos20∘==cos20∘−2cos60∘cos20∘==cos20∘−212cos20∘==cos20∘−cos20∘=0cos20∘+cos100∘+cos140∘==cos20∘+cos(120∘−20∘)+cos(120∘+20∘)==cos20∘+cos120∘cos20∘+sin120∘sin20∘+cos120∘cos20∘−sin120∘sin20∘==cos20∘+2cos120∘cos20∘==cos20∘−2cos60∘cos20∘==cos20∘−212cos20∘==cos20∘−cos20∘=0
MARKME BRAINLIST AND FOLLOW ME
Similar questions