Geometry > R.4 Trigonometric functions of co CsC (x) = 3.1. What is sec (90° - x)? Submit

Q: Differentiate. y = sec(θ) tan(θ)

A: Given y=sec θ. tan θ⇒dydθ=ddθsecθ.tanθ

Q: find asymtopes, table of values for trig function in radians  y=-1/2tan(1/2x)

A: For simplicity, we plot the graph of fx=-12tanx2.

Q: y = cot2(cos(θ))

A:

Q: sin ;cos T = 6.

A: To find sin-π6=     cosπ=

Q: cos u= 4/5. Evaluate sin v

A: Explanation: Given that,                          We know that,                        For angle u,…

Q: cos u= 3/4. Evaluate tan v

A:

Q: sece-cos e The simplified form of is sece+cose

A: We will simplify as following.

Q: x³dx (x² – 1)² dx 4. (x² – 6x + 13)² (² – 6x dx 5. (x² + 9)² 3.

A:

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

A:

Q: -sin x 0 [cos x - If f (x) = | sin x - 0, show that f(a)f (b) = f (a + b). 1] cos X %3D 0. 0.

A: Given: Here, f(a)=cosa-sina0sinacosa0001, f(b)=cos b-sin b0 sin bcos b0 001. Now,…

Q: Use the properties of the trigonometric functions to simplify: tan(t +7) · csc(t + 47).

A:

Q: The depth (d) metres of water in a harbor varies with the tides during each day. The first high…

A: Let the trigonometric function be: dt=Asinωt+ϕ+B

Q: cos-1(tan(pi/6))

A:

Q: Verify: cos? x tan? x- 1 1. -1 cos2 x

A:

Q: Differentiate. y = 10 tanπ θ

A: Given:y=10tan πθ

Q: What are the domain and range? y =5 tan x

A: Given:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.