Find the amplitude, period, and phase shift of the fur y=2+3 sin| 3x+ 4

Q: TT cos 3x. cos 4x dx

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Q: Give an equation for a transformed sine function with an amplitude of 3, a period of J π 4' and a…

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Q: Give an equation for a transformed sine function with an amplitude of 3, a period of , and a phase…

A: The standard form of a sine function equation is as follows -  y = Asin(B(t+C)) + Dwhere,A =…

Q: T For y = 5 cos ( 4x 3 - its amplitude is its period is its horizontal shift is

A: Given  y= 5cos(4x-π/3)  We have to find its  1) Amplitude 2) Period  3) horizontal shift

Q: Show work.

A: To find the exact solution of the given function.

Q: Question 8 Find dy/dx of y= sin-!x+ cos-!x dy/dx is Blank 1.

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Q: Find an equation in x and y whose graph contains the points on the curve C. Sketch the graph of C,…

A: Given: x=2sint  y=3cost 0≤t≤2π Consider x=2sint. sint=x2cost=y3

Q: For the function f(x) = 3 cos(2x + 7), a. The period is: b. The amplitude is: c. The phase shift is:

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Q: What is the phase shift of the following graph? y = -4 sin( 7(x + 1)) O A. T O B. -4 O C. 2 O D. -1

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Q: Given

A: Here, we compare given f(x) to a sin(bx+c)+d

Q: Find the exact solution of the equation 6 cos (3x) = T

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Q: An object moves on a trajectory given by                               r(t) = ⟨10 cos 2t, 10 sin 2t⟩…

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Q: TT b) F /1- 1 – cos (2x) dx 2

A: Topic-Integration

Q: For equations in the form y = asin(bx + c) + d or y = a cos(bx + c) + d, Its amplitude is equal to:…

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Q: Question 15 Find /dx² at the given point without eliminating the parameter. =0+cos and Y=1+sine…

A: Given: x=θ+cosθ , y=1+sinθ To evaluate: d2ydx2  at θ=π6 We know that we can write dydx=dydθdxdθ

Q: 20. y% D TC = tan 2x+ 4. 21. y=- cos (x-)

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Q: Differentiate: y = cos(5 e* ) e11 COS

A: Ans is. option a)

Q: Eliminate the parameter: x = cos3 t and y = sin3 t.

A: Given: x=cos3t                                               ..1y=sin3t…

Q: cos(6 x) dx = %3D

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Q: Question 6 evaluate Sa dx A -sin2x +C B -cos2r + C 2cosx + C 2sinx +C

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Q: 12. Based on the equation below, find the following pieces of information y = 6'cos3(0 – + 2…

A: Amplitude=|A|

Q: Find an equation for the graph. -1 Oy = -5 sin O y= -5 cos (2x) y = -5 cos Oy = -5 sin (2x)

A: Draw the waveform as shown in below and then compared with the given graph then find the value of A…

Q: "The formula specifies the position of a point P that is moving harmonically on a vertical axis,…

A: The formula specifies the position of a point P that is moving harmonically on a vertical axis is…

Q: cos° (2t) 23. sin (2t) dt

A: Use the formula sin2x+cos2x =1.

Q: Find the amplitude for the periodic function 6y=sin(9x). A. -6 B. 1/6 C. 6 D. 9

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Q: Which of the following trigonometric equations has a phase shift of 1/3 to the right? Oy = cos(x +…

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Q: let y-2 coc (x서뜰) +4 Find the amplitucte, penod, phase shift, and vertical chupt COS 5

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Q: Solve the equation below by method of characteristic curve, and check that the solution satisfies…

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Q: Find an equation in x and y whose graph contains the points on the curve C. Sketch the graph of C,…

A: The given parametric equation is x=4cost+1,  y=3sint;         0≤t≤2π. This implies that, x=4cost+1,…

Q: If simple harmonic motion is described by æ(t) = (/2/2) sin 2t + ø, the phase angle is when x(0) =…

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Q: 2. Write the equation of the function in the form of y a sin b(x-c) +d,a> 0, and in the form y = a…

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Q: 1. Given the function f(x) = -3 Sin - 3, determine the following: (x + a) Period b) Amplitude c)…

A: Note: According to Bartleby we have to answer only the first three subparts please upload the…

Q: The normal average daily temperature in degrees Fahrenheit for a city is given by ld 5¤(t - 37) 51-…

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Q: For equations in the form y a sin(bx + c) + d or y = a cos(bx + c) + d, = 4. Its amplitude is equal…

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Q: Determine a possible equation for the following sinusoidal function. 0.5 0 -0.5 -1.5 0 TT/2 3TT/2

A: We need to find sin equation.

Q: Graph the epitrochoid with equations x  =11 =cos t - 4 cos(11t/2), y = 11 sin t - 4 sin(11t /2)

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Q: How many parameters do we have in the equation y = a cos bx + c sin bx + 4

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Q: Question 21 Find the value of d-y/dx2 at the point defined by the given value of t. x = t + cos t, y…

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Q: The displacement from equilibrium of an object in harmonic motion on the end of a spring is…

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Q: 7. The period of the equation of motion given by x(t) = 6 sin (4t) is ( a) πs (b) 2 s (c)는s (d) 0.5…

A: Time period

Q: Determine the magnitude and direction of the vertical shift and the phase shift for the function…

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Q: - 3/ Sketch a sinusoidal function, f(x), that passes through (0, 4) and has a period of 24, an…

A: Here we have given that sinusoidal function fx passes through 0,4 and has period of 24, and…

Q: Find an equation such that y xe" cos(2x) is its solution.

A: To find an equation we derivative both side with respect to x.

Q: Differentiate the following equation.  y=cos^-1(2x)

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Q: Determine the phase shift of the following sinusoidal function: y = sin(4x − ?) + 4

A: Given : Sinusoidal function,              y = sin(4x - ?) + 4 Amplitude = a = 1 Period = 2π/|b| =…

Q: 1/ Determine the amplitude, period, phase shift, equation of axis, domain, and range of the function…

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Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.