SOLUTION: Please simplify each trigonometric expression:
1. sin(40°) cos (50°)+cos (40°) sin (50°)
2. cos 105º cos 15º – sin 105º sin 15º
Algebra.Com
Question 454762: Please simplify each trigonometric expression:
1. sin(40°) cos (50°)+cos (40°) sin (50°)
2. cos 105º cos 15º – sin 105º sin 15º
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Please simplify each trigonometric expression:
1. sin(40°) cos (50°)+cos (40°) sin (50°)
---
= sin(40+50)
= sin 90
= 1
====================
2. cos 105º cos 15º – sin 105º sin 15º
= cos(105-15)
= cos(90)
= 0
============
Cheers,
Stan H.
RELATED QUESTIONS
sin(-40)/cos(50) (answered by ikleyn)
(sin(50)/cos(40)) (answered by ikleyn)
Please simplify each trigonometric expression:
1. cos 55º cos 25º + sin 55º sin 25º
2.... (answered by lwsshak3)
prove sin 75 degrees – sin 15 degrees = cos 105 degrees + cos 15... (answered by jsmallt9)
Simplify:
cos 240 degrees. sin 15 degrees OVER (this is a fraction) cos(-30). cos 105... (answered by lwsshak3)
which expression is equivalent to sin 230°
(1) sin 50
(2) cos 50
(3) -sin 50
(4)... (answered by solver91311)
16(cos sqr 10 + cos sqr 50 - sin... (answered by Alan3354)
Simplify the trigonometric expression.
sin^2 theta /1+ cos theta
(answered by tommyt3rd)
Simplify the trigonometric expression.... (answered by lwsshak3)