Double Angle Formulas. Find sin2x, cos2x, and tan2x. a. When tanx=(-4/3), x is Quadrant 2 b. When cosx=(4/5), cscx<0

Q: Evaluate tan (315°) + sin (150°) =

A: To find:- tan315°+sin150°

Q: Sin

A: Given, cosθ=817 θ lies in IV quadrant so sine will be negative

Q: Q3/ Simplify the following expressions and Find the values? @I+ tanA -1 sec A. cPA.@ tanA sine-2…

A:

Q: Multiply. Use "theta" for θ and (cos(theta))^2 for cos^2 θ. (Sin0 + Cos0)^2

A: (sinθ+cosθ)2 using…

Q: What does it mean when tan t<0. Which quadrant does that land in the unit circle?

A:

Q: Find csc-1(4.3) (in radians).  (Hint: Use sin-1)

A:

Q: Find sin B.

A: We have to find sinB from the given figure.

Q: Determine? cos 3x.dx

A: Given integral ∫cos(3x) dx, solve using the properties of indefinite integrals ∫cos(ax)dx=…

Q: -Sin(60° ) tan(210°)/cos 135° Simplify

A: find the values of sin (60°), tan(210°) and cos(135°) and plug in to given expression as following:-

Q: find sin F for the triangle

A: Sine F is the ratio of perpendicular to hypotenuse with respect to the angle F.

Q: Since sin O O tan 1/12 = 1-cos 8 1+cos 0 1 Cos 0 2 " as tan 1-cos 0 tan/2 = √ 1+cos 0 COS /= ± √ ||…

A: Given :sinθ2=±1-cosθ2cosθ2=±1+cosθ2

Q: Cos tan 3X

A: We have to find the value of x. To find the value of x, initially we will express both expression in…