Period of y = sin 3x

Q: Find  the slope of the curve y=cos((pi tanx)/6) at the point where x=pi/2.

A: given,  y=cos(pi tanx)6  at x=π2

Q: y = 2 sin period amplitude

A: given y=2sin(32x)for y=Asin(Bx+C)+Dperiod=periodicity of sinxB....(1)here A=2B=32C=0D=0

Q: sinx-cosx dx ex+ Sinx

A:

Q: Differentiate sin x +1

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Q: sin Vr dx

A:

Q: 4) y= Arc sin(x³)

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Q: sin 6xcos 3x dx

A:

Q: arc sin(3i/4)

A: We know that, Domain of sin-1x is -1≤x≤1.

Q: Find the amplitude and period of the function. y = −4 sin(6x) amplitude        period

A: To Determine: Find the amplitude and period of the function.…

Q: The largest possible value for the sine or cosine function is _______ and the smallestpossible value…

A: The largest possible value for the sine or cosine function is _______ and the smallest possible…

Q: integrate sin(x)

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Q: | cos ) sin(x) dx

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Q: Find all exact solutions to the equation arcsin(2x)+arccos(x) 6 X=

A:

Q: sin( sec (x/10)) = %3D

A: The expression is sin(sec-1x/10)

Q: | sin3x sin2x dx

A: Since you have asked multiple question, we will solve the first question for you. . If you want any…

Q: Sec (Cosx) dydx 1- Sin

A:

Q: Evaluate ſ sin³ 2x dx

A: This integral can be solved by two methods: 1. By using substitution method 2. By using…

Q: sin (6x) dx

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Q: If tanx = (a/b) find the value of (cosx+sinx)/(cosx-sinx)

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Q: Evaluate Sinit x dx

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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: If y = sin2x sin3x sin4x then find y"

A: Explanation of the answer is as follows

Q: 2- |1+ sin y dy

A: Given the integral is ∫1+sinydy

Q: Determine (tanx sec' x dx

A: We will evaluate the integral.     We know  sec2x - tan2 x = 1            implie, sec2x = 1+ tan2 x

Q: COs 2x cotx x – tanx %3D sinx · cOsx

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Q: Solve the equation for x  arcsin√2x = arccos√x

A: The given equation is sin-12x=cos-1x

Q: sin3x dx 1+ tanx

A:

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: sin (8x) dx.

A: topic - integration

Q: cosx + + sin x 3

A:

Q: sin' (12x) dx =

A: TO find : ∫sin3(12x)dx=?

Q: 5) [ Arc sin- xdx

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: 2x y = Arc sec 3

A: We will use the formula of derivative of arc secx to solve this question.

Q: a tangent line to approximate the value of sin( + to three decimal places.

A: Let f(x)=sinx. We have to use the tangent line to approximate the value of sinπ4+1100. The formula…

Q: cosx = secx-sinx tanx %3D

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

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Q: What is ∫ tan x dx?

A: Integration

Q: Cosx sinx + 1-cotx sinx + cosx 1-tanx

A: We will use these identities:

Q: Equation Amplitude Range Period Ver SE sin (0 + 3)

A: Note: Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: tantx + CosX-Stcx = SeC %3D COSX

A:

Q: Differentiate y = sin[sin(sin x)] %3D

A: We can differentiate y as below

Q: sin(8x – 5) dx

A: Given: Let I=∫sin8x-5dx To Find: To evaluate the given integration.

Q: Differentiate.   y =  Sin -1(ex)

A:

Q: 6 sinx (cosx + 1)5 dx

A: We will find the value of definite integral as following.

Q: sinx dx (cosx)2+cosx-2

A: Use substitution method:  Substitute cosx =t

Q: By using the graph of function y= sinx, which is below, graph one 2(x+). = sin period of function y…

A: This question is based on Sinusoidal function.

Q: sin(30) dx

A: Given:

Q: | sin(2x) dx

A: As per our guidelines we only solve 1st question and rest of the question will be reposted.