Question 6 2 10 If csc 0 = and cot 0 = 3 find sec 0 3. O sec 0 = 2/10 O sec 0 14/10 6. sec e 21 7V10 O sec 0= 20

Q: Find  sin?,cos?,???tan?sin⁡θ,cos⁡θ,andtan⁡θ  if  csc?=−2921csc⁡θ=−2921    and  cos θ < 0.

A: Given Cosecθ=2921and we have to calculate the value of sin(θ), cos(θ), tan(θ)

Q: 2) Find the exact simplified value. * (ese(-) TC cot-1 CSC 2.

A: We are given,  .

Q: 7. sec2 x = 2tanx +4 8. tane = 2sine %3D

A: Note:- according to the company policy we can attempt only one question so please upload the next…

Q: Folve for fe sin x dx in the equation fe sin z dz = e sina+ e cos r - - See sin a dr +C

A:

Q: 3 5 7 Given sin A 25 in Column 1 with its exact value in Column 2. Column 1 Column 2 and sin B tan…

A: Given that and where is in quadrant and is in quadrant .We have to find the exact values of,

Q: Let x, = - 1. Find x, by substituting xo = - 1 and simplify. %3D sin 2x, - 0.85 + x, 2 cos 2x, + 2x9…

A:

Q: tan 0 = 0.8, 500°<0 < 1000° %3D

A: To solve: The equation tan θ=0.8. 500°≤θ≤1000°. Formula used: If tan θ=tan α then θ=nπ+α.…

Q: If (theta) = 1pi/6, then what are the exact values for secant(theta), cosecant(theta),…

A: First, we need to find the values of sin(θ) and cos(θ) for θ = π/6. These are basic trigonometric…

Q: tan \theta =3 and sec\theta <0 using a triangle or idenities solve the following. sin/theta= cos…

A: Use trigonometry ratio.

Q: nontrigonometric for csc(arccos u)=

A: To find csc(arccosu)

Q: Find cot(e) if sec(0) = 54

A: given  secθ=54formula used (i) cosθ=1secθ(ii)  sin2θ+cos2θ=1(iii)  cotθ=cosθsinθ

Q: If sine = a, then csce = 01 O a O 1/a

A: cscθ is inverse of sinθ

Q: Find sin 20 if: sin e = and 2 sec e <0

A: Ans is given below

Q: csc x sec x = sec x + cscx cot x %3D

A: By taking left hand side and using trigonometric formula we prove left hand side equals to right…

Q: 20л cot 3 co

A:

Q: cSc x ycsc x + cot x dx

A:

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.