The amplitude of y = } cos 3x is and the %3D period is .

Q: 4. -2x Amplitude=. Period= Equation:

A: Consider the given graph, The general form of the graph is, y=AcosBx+C+D

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A: Given, The functions are sin2 x and cos2 x

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Q: Find a sine equation having the following characteristics: Amplitude = 2 Period = 5 Horizontal Shift…

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Q: ( Find all degrae solutims to Cos x- 2sinx Cosx20 Give all ansuersas exat values in radian.

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Q: y3극 cos(10xx) 7 을 cos(10x) period amplitude

A: Given,          y=-47cos10πx

Q: Write the equation of a sine function that has the given characteristics. Amplitude: 19 Period: 4…

A: Given that we need to find the equation of sine function whose  Amplitude = 19 Period = 4…

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Q: State the half-angle identities used to integrate sin x and cos x.

A: Half Angle Identities are the formulae/relationships used in trigonometric functions to reduce the…

Q: » find period of 8 ystan 4x @ y.5.cos.so* Cos 10X

A: Given y = tan(4x) Period = π/k where k is coefficient of x Therefore k = 4 Period = π/4

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A: According to question,Given Integral,Let I = ∫7 sin27x dx

Q: Find the exact value of sin20 given sece = 5/21 and csce > 0 21 - Solve tho nauation

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Q: Find 7 sin² (7x) dx

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Q: 21. y -cos (x- x) -Cos (X- 1

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Q: Draw a graph of sin 2x + sin 2(x + π/3). What are the period and amplitude

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Q: Graph the equation for values of x between 0 and 720 In multiples of 30. y =5 sin(x)

A: Period of y=5sin(x) is 360 degree So between 0 to 720 degree, there are 720/360= 2 periods So we…

Q: For y=2sin(9x)y=2sin(9x), its amplitude is__________ its period is __________

A: Given that y=2sin(9x) To find Amplitude and period.

Q: If the value of sinx 4,0≤x≤, the value of cosx within the same domain is:

A: Given that sin x = 47, 0≤x≤π2 find the value of cos x, 0≤x≤π2 The domain of cosine and sine function…

Q: 2 Graph y = cos Ź Amplitude= Period = [0,2] on

A: The standard form of cosine function is y=acosbx-c+d. where amplitude= a and period=2πb.

Q: rea of the region between the sine curve

A: Here we have to find the area of the region bounded by the sine curve and the x-axis from π2 to 2π.…

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Q: Estimate sin 61◦ − sin 60◦ using the Linear Approximation. Hint: Express∆θ in radians.

A: Consider the given trigonometric expression sin61°-sin60° Suppose the linear approximation for the…

Q: sketch one full period and label the five (sr -) 2 key points of the graph of y = 4 sin ( 37 - -x 3

A: Sketch one full period and label the five key points of thegraph of y=4-32sin3π-23x.

Q: Which functions have a period length of 2? cosecant secant cosine sine O cotangent tangent

A: Given The function have a period length of 2πb.

Q: → find period of yotan 4x 2 ya 5 Cos 10*

A: Since, you have asked multiple question, as per our company guidelines we will solve the first…

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Q: 1. arcsin (1/2) 2. cos- (-V3/2) 3. cot- (V3/3)

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Q: 7. Find the period and the asy а) у%3D sec(® — 2п.

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: Without graphing the function y = 9 cos( – 6z), determine its amplitude and period. Leave answers in…

A: For the given function y=9cos-6x, we have to determine the amplitude and period.

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Q: What is the frequency of a tangent function period is 6 pie?

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Q: Explain how to use a sine curve to obtain a cosecant curve. Why can the same procedure be used to…

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Q: A 10-foot ladder rests against a wall. If the top of the ladder starts sliding down along the wall…

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Q: A ladder 12 m long rests against a vertical wall. Let theta be the angle between the top of the…

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Q: Calculate arcsin 0, arcsin 1, arccos V3 arctan 1, arccot(V3) 2

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Q: 3) To Graph of y = Sin2x %3D 2m Period = Period = Find the intervals below -1 peaker netes

A: Given y = sin2x

Q: Can Cot(2 arccos x) be simplified?

A: The given expression is  cot(2arccosx)

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A: Given that the angular velocity of a point on earth is  π/12 radian per hour. We need to describe…

Q: tan e de sece+ 4 cos € COS

A: The given integral is tan(phi)/[sec(phi)+4cos(phi)]

Q: Determine the amplitude of y = -2 sin x. Then graph y = sin x and y = -2 sin xfor -π≤ x ≤3π.

A: We have to determine the amplitude of y=-2 sin x   We have the standard form as y = A sin(B(x + C))…

Q: Evaluate the indefinite intergral ∫sin(-10x) dx =

A: This question can be solved using integration by substitution.