Advertisements
Advertisements
Question
Find the value of :
cos (600°)
Solution
cos (600°) = cos (360° + 240°)
= cos 240°
= cos (180° + 60°)
= – cos60°
=
APPEARS IN
RELATED QUESTIONS
Find the value of:
sin 15°
Find the values of:
tan 105°
Find the values of:
cot 225°
Find the value of :
sin 690°
Find the value of :
sin (495°)
Find the value of :
cos 315°
Find the value of :
tan 225°
Find the value of :
sec 240°
Prove the following:
Prove the following:
Prove the following:
Prove the following:
cosθ + sin (270° + θ) − sin (270° − θ) + cos (180° + θ) = 0
Select the correct option from the given alternatives :
If sin θ = n sin (θ + 2α), then tan (θ + α) is equal to
Prove the following:
cosec 48° + cosec 96° + cosec 192° + cosec 384° = 0
Prove the following:
sin 20° sin 40° sin 80° =
Prove the following:
sin 36° =
Prove the following:
If θ =
The value of sin 495° is ______.
The value of sin(– 1125°) is ______.
The value of
The value of
The value of cos 480° sin 150° + sin 600° cos 390° is ______.
sin2 17.5° + sin2 72.5° is equal to ______.
If sin A + sin B + sin C = 3, then cos A + cos B + cos C is equal to ______.
In a ΔPQR, if 3 sin P + 4 cos Q = 6 and 4 sin Q + 3 cos P = 1, then ∠R is equal to ______.
The value of sin 930° is ______.
The value of sin 135° cosec 225° tan 150° cot 315° is ______.
The value of tan 315° cot(– 405°) + cot 495° tan (– 585°).
The value of sin 150° cos 120° + cos 330° sin 660° is ______.
cos 1°. cos 2°. cos 3° ...... cos 179° = ______.