ᴡʜᴀᴛ ɪꜱ ᴛʜᴇ ᴘᴇʀɪᴏᴅ ᴏꜰ ᴛʜᴇ ꜰᴜɴᴄᴛɪᴏɴ ꜰ(x) = ₄ᴄᴏꜱ ₂π(x + ₃)? ᴀ. ₁ ʙ. π ᴄ. x + ₂ ᴅ. ₂π

Q: 2 sin²(x) – 3sin (x) + 1 = 0

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Q: V2 /2 sin(프+1) + е 4 4 4 صواب ihi

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Q: Solve ₂(x + 1)(x + 2)²(x²-1)dx with and without the even-odd theorems (show both solutions).

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Q: | 6. Use a trigonometric substitution to evaluate x³√x²-4 dx.

A: We will find integral using  trigonometric substitution.

Q: 2 sin 3a+35in 3otl =0

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Q: 16 Using trigonometric substitutions, SS- dx is equa xV16-x2

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Q: Sin 2Q=20=2 sin a casa A 3 2.1.2√3/3 X=2√3 x=√√√3²-12 =√8=3√2 COD=

A: Follow next step

Q: [2 sin 2t +20 + ecos4t]

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Q: By trigonometric substitution 3.x -x+1 (x+1)(x² +2x +2)

A: First by partial fraction separate the integral and then calculate.

Q: 6 sin 0-3csc0=0

A: Given; 6sin(theta) - 3 csc(theta) = 0.

Q: Solve Ahe intergrals given below. xe"

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Q: Final exact and simplified numerical values which applied to Fundamental Theorem F(b) and F(a) must…

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Q: sin ( 27 +1)x Prove that dx =7 for all ne N. Sin x

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Q: Solve f(x + 1)(x + 2)²(x² − 1)dx with and without the even-odd theorems (show both solutions).

A: Solved below.

Q: Solve algebraically for -pi/2 <= x < 3pi/2 2sin2(x) + sin x -1 = 0

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Q: Jim sec x -COS X 2

A: Explanation and solution is given below....

Q: 4sin(x)+2=0 use a graphing utility to approximate to 3 decimal places the solutions of the equation…

A: Given,           4 sin(x) + 2 =0

Q: 6. f(1) =-e" sin (21 + 7 ) 3t -2t

A:

Q: 18. Solve 2 tan r-1 0 over [0, 27).

A: Unlike the sine and cosine functions, the tangent function is π periodic. That is, if the point (x,…

Q: i. |sin² xcos² xdx

A: We have to find

Q: Sy sin 3ydy

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Q: f(x)=2x+4-x 1. Lead coefficient 2. Degree 3. Classification 4. Number of roots

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Q: 7. J(1) - sin(4.x | 7r)

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Q: r= 5•sin(4-0)

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Q: 5x/6 sin(8) de

A: To evaluate the integral 0 to 5pi/6 (sin(thera)) d(thera)  Using integration of sin(theta) =…

Q: sin(2³ + 42) f(2) = %3D 2² – 2z + 5

A: In this question, we find the radius of convergence for the given function. For the radius of…

Q: sinh(3r) 3. Solve for f(21) (x) given that f(x) = 3 %3D

A: We know, ddxcosh(mx)=msinh(mx) , for any real number m. ddxsinh(nx)=nsinh(nx) , for any real number…

Q: Solve -8 sin(0)+3=4/3+3 over 0 <0< 2n. %3D

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Q: 1 sin(2.x): sin(2x) -125 %3D (D²-1)' true false

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Q: Solve ²₂(x + 1)(x + 2)²(x² − 1)dx with and without the even-odd theorems (show both solutions).

A:

Q: Use a calculator to solve 6 tan z+ 13 tan z-5 0 on the interval (0, 2x). You may use factoring or…

A: 6 tan2x + 13 tanx - 5 = 0       on  x ∈ [0, 2π)=&gt;  6 tan2x + 13 tanx - 5 = 0=&gt; 6 tan2x + 15…

Q: 1 sin(2.x) = -sin(2x) -125 %3D (D²-1)' true false

A: Solution

Q: The root of sin x - (1 /3) x = 0 close to x = 2.2. %3D

A: We have to find the root of sinx-13x=0 close to x = 2.2.

Q: 3. Using trigonometric substitution, what is 1 sec-²¹ ( 137 ) + √x²-9 2x² + C A. 1 300² (2) √²-90…

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Q: с. у %3D sin х et x2 - x - 2) 3 4

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Q: 7. y = x² sin² (2x²) 28. y = x² sin² (x³)

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Q: (4) sin 0 de 프2

A: Kindly go through the solution and let me know in case of any doubt or further clarification in the…

Q: 2x = sin - (-;) 2x = 6. 12 Thus, the value is x = 4 over the interval [0, 27). 12

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Q: 7. Solve 2sin2(0)-sin(0) – 1 = 0 on the interval 0<0 < 27. (5 marks)

A: Given equation is : 2sin2θ-sinθ-1=0 on the interval 0 ≤ θ ≤ 2π We have to find θ.

Q: 3- Find the root between 0 and 1 of x = 6x - 4 correct to two decimal places, With xo =0?

A: Solve using NewtonRaphson method

Q: lim 2?e --00 1- cos(2x) im

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Q: 2sin^(2)\theta +sin\theta -1=0 what is the solution interval

A: Solve as a quadratic

Q: D Sin 2x 46 4 Sin -3 = -3%3D

A: (a) Given trigonometric equation is: sin 2x = 4 cos 2x We have to find the general solution.…

Q: 5. sin 2 x=cos X

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Q: 6. Sin2 e dz (e² –2)²

A: Given integral, ∫ln2αexdxex-22

Q: 3+(e*+3) sin x %3D tan(x³)-x

A: y=6x3+(ex+3)sinxtan(x3)-x

Q: Evaluate L{3 (r² – 1) sin (21) + 7e cosh (41)}

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Q: 5) 3tan-1x + sin-1x = 4

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Q: Pl Use fixed -point method to find the real root of equation 3. X=6X-4 on the interval Co,)) put…

A: Solution