If sin a = tan (a - ß) 5 =

Q: Find the exact value of the expression sin-1 (-√3/2)

A:

Q: Show that sin?(0) [1+ cot²(8)] = 1

A: Solve the given

Q: If cosecant(x)=8, for 90 degrees<(x)<180 degrees, then what is sine(x/2), cosine(x/2), and…

A:

Q: tan 2x = √3/3

A: Trigonometric

Q: Prove: Sin(x-pi/2) = -cosx

A:

Q: The equation sin(sin-1(x))=x holds for any real number x a. true b.false

A: domain of sin-1(x)  is  [-1, 1]

Q: For this problem, let sin 6 = 60 and cos e = 11 %3D 61 > 61 » and find tan 0

A:

Q: (arctan o tan)' = 1 – pi k E z°(k +1/2)pi When differentiating on the Real line is this true?

A:

Q: Explain how to transform sin x into the function f(x) = -sin x. 4

A: To transform the function sin(x) into the function f(x) =-14sin x, we can apply a vertical stretch…

Q: If cosx = -2/3 and tanx < 0, then sin(x)= tan(x)=

A:

Q: Is Cscx-1/1-Sinx=cscx

A:

Q: If csc(x)=8, for 90 degrees&lt;(x)&lt;180 degrees, then what is sine(x/20, cos(x/2), and tan(x/2)?

A:

Q: Show that tan-1 ( 1/v ) = π/2 - tan-1 v, if v &gt; 0.

A: To prove tan-11v=π2-tan-1v, let  x=tan-1v then tan x=v1tan x=1v Since  tanx=1cotxcotx=1v ⋯ (1)

Q: Prove that

A: Given:d2ndx2nsinx=-1n sinxd2ndx2ncosx=-1n cosx

Q: Tan(sin-1(-1/4))=

A: Consider the given expression:

Q: d. Show that sin 8x + sin 4x cos8x-cos4x = -cot(2x)

A:

Q: sin x + 1+ COS X 1+ cOS X = 2 csc X sin x

A: Given,          1+cosxsinx+sinx1+cosx=2cscx

Q: 5 4+ 3 2₁ 1- 0 (,¹) TT 2п STT 9 п 2 ,1) Уп 5п

A: To find the Sine function represented by the following graph.

Q: verify sin2(x)+cos2(x)=1

A:

Q: If cos x = sin 2x cos 2x tan 2x 4 csc x < 0, then ;

A: