Find all solutions to the equation sec(x) = -4

Q: Solve the equation 3 sec x + 1 = sec x + 3 if OSx < 2TT. А. В. undefined

A: Here given equation 3sec x+1=sec x+33sec x-sec x=3-12sec x=2sec  x=1

Q: Solve the equation. tan x + √3 = 0

A:

Q: 5. Solve the equation (D² + 1)y = sec x tan x

A:

Q: 7) Solve y" +y = sec x

A: In order to solve the given question that is y'''+y=sec(x), we will first solve the homogeneous part…

Q: Solve the equation: 4tan^2 x -1 = tan^2 x

A:

Q: -dx х2-1 2,

A: we have to perform some mathematical operations to solve this, then using partial fraction to get…

Q: 2. Solve equation cos2x(2cosx+1) = 0 for all values of x

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Q: Solve the equation exactly for [0,2n). -23sec 0- sec? 0 sec2 0

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Q: Solve in variation of parameters y´´ + y =cscx

A: Given differential equation is: Solution of differential equation is sum of complementary function…

Q: Solve the equation Vx² +x +sin' |x² + x +1: 2 tan

A: Given equation is : tan-1x2+x+sin-1x2+x+1=π2      ......1  To find the value x

Q: Solve the equation sin 4x = -√2/2  on the interval [0, 2π).

A:

Q: S tan?(-2t) sec²(-2t)dt

A: Given, ∫tan2(-2t)sec2(-2t)dt

Q: Find all solutions of the equation in the interval 0, 2n). sec?x-2=0

A: sec2x-2=0sec2x=2secx=±2secx=-2,2 --- secx=2x=π4+2πn, x=7π4+2πnin interval [0,2π)x=π4,7π4 ;…

Q: 6. [(2- tanxsecx) dx

A: The solution is given below

Q: Solve the equation: tan 2x = √3, 0 ≤ x &lt; 2π.

A:

Q: Find the equation solution (y=x sinx) when the value of x is start from (0) to (1) with increment…

A: Mathematical methods used to solve equations or evaluate integrals or solve differential equations…

Q: Solve the equation sin x = -0.2315 correct to four decimal places, 0 ≤ x &lt; 2π.

A: Solve the equation sin x = -0.2315 correct to four decimal places.

Q: solve    y'''-y' = cosx

A: Given:       y'''-y'=cosx    Linear equation with constant coefficients…

Q: 4. у' = sec x - y tan x

A:

Q: Solve x2 + 10x – 7 = 0 Give your answers correct to 3 significant figures. Show your working…

A: For the quadratic equation, ax2+bx+c=0, the quadratic equation is given by:

Q: Q10.. Solve (1+ x²) + y = tan-'x. dx

A:

Q: )xsin(x?) dx

A: The given integral is: ∫0πx sinx2dx To integrate this, consider x2=t  .... (1) On integrating both…

Q: Solve y"+y' = sec x. %3D

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Q: Use a graphing device to find all solutions of the equation, rounded to two decimal places. ex = -x

A: Given equation is ex=-x.

Q: x*dx 1. - (16-x)

A: The solution of the problem is given in the next step.

Q: Solve each equation on the interval 0 ≤ θ &lt; 2π. sec2 θ = 4 .

A: Our Aim is to solve the following trigonometric expression given below:-sec2 (θ)=4 -(i)on the…

Q: Solve the equation tan-/ x +x + sin - Vx² +x +1 =

A: use inverse formulas.

Q: y= (sec ³x + tan ²x)

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Q: a. (t-e-4t)² sec²4t -tan 4t]

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Q: 3. +6 2.

A: The given equation is 3x2y+6y2x=-2.

Q: 7. S sec' x dx

A:

Q: find all solution  sinh(2z)=-1

A: Given:sinh2z=-1

Q: Find all solutions of sec (x -) + 2 = 0 in the interval [0,2n)

A: Given equation is sec(x-π8)+2=0sec(x-π8)=-2We know that sec(x)=1cos(x)So, cos(x-π8)=-12x-π8=2π3 and…

Q: 3. sinx — -1-2усosx dx

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Q: y = 5 tan x³ + sec(3x)

A:

Q: V2 sin x = 1

A: To solve the given equation: 2sinx=1

Q: Solve the equation sinh(2z) =-1.

A: To solve sinh2z=-1

Q: Solve the equation 3x+sin r=e using General iteration method.

A: First, express the given equation, in the form of x=ϕ(x) . Then use the formula, xn+1=ϕ(xn) to…

Q: Solve Nonhomogeneous Equations - Undetermined Coefficients (D^2 + 1)y = sinx

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Q: Solve y'' + y = sec2 x

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Q: Find all solutions of the equation. sin x = 2.

A: Given sin x=-22⇒sin x=-222=-12

Q: Solve 18xy + sin (2x - y) = 0.

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Q: Solve the equation by variation of parameters. y′′ - y = sin x . y′′ - y′ = 2x

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Q: Solve ,  d/dx (e^x sinx)

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Q: Find a value of x that satisfies the equation sec (-316°) = csc (x, %3D

A: Given: sec(-316°)=cscx We know that sec90°-x=cscx

Q: Solve the equation

A: Here , we use the result shown on board.

Q: Solve tan(2x) + v3 = 0, where 0 < x < 2.

A:

Q: solve for general solution y''''=5 sin x

A: The given equation is y''''=5sin(x). The given equation is equivalent to D4y=5sin(x). Consider the…