Sketch the graph of the following function: y = -tan E + (x -*

Q: The second derivative f" is shown in Figure 7. Which of (A) or (B) is the graph of ƒ and which is…

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Q: Determine the amplitude and period of y = -4cos ᴫx/2. Then graph the function for -4 ≤ x ≤ 4.

A: Given y=-4cospix/2 . We need to find amplitude and period of the wave. The general representation of…

Q: "Use the graph to determine the domainand the range of each function.y = - 2 tan x

A: Given function is, y=-2tanx. The graph of the function is as follows:

Q: Graph the following function.what is the period of Runction? y=-Sin IA Y=- Sin tx

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Q: Given the graph below, which of the following functions best describes its discontinuity?

A: Graphing a function is nothing but substituting various values of independent variable in to the…

Q: 1) Match each Function with its graph below. Slide Function on top of its graph. Y3 -CSCX Y= -secx…

A: Graph for function y

Q: Sketch the graph of the function. y = tan 2x

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Q: use theentries in the table to sketch the graph of each function for x between 0 and 2pi     y = tan…

A: Given: y=tanx we know that x y x,y 0 0 0,0 π6 13 π6,13 π4 1 π4,1 π3 3 π3,3 π2 ∞ π2,∞…

Q: The graph of the function f (2) = 2 arcsin(x – 4) +1, is best pictured by:

A: We will put the x values and get the f(x) values.

Q: Graph two periods of the given function y = csc(x - π)

A: Period of the given function is 2π So for two periods, we will go from 0 to 4π. Then we make a table…

Q: Sketch the graph of y = tan (x -) for -n < x <n.

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Q: Use the graph to determine the domainand the range of each function.y = 3 tan x

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Q: Is the graph shown below that of a function? sin x 0+ -7 -6 -5 -4 -3 -2 -1 1 2 3. 4 5 6 7 Answer:…

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Q: Sketch the graph of the function. (Include two full periods.) y = 3 cot( x +

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Q: Sketch the graph of the function. y = cot x/2

A: Given

Q: In order to sketch the graph of f'(x), we must have a formula for f(x).

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Q: Based on the graph above, determine the amplitude, midline, and period of the function Amplitude:…

A: SOLUTION: Amplitude=5-(-1)=6 Period=1-(-3)=4 Midline, Y=2

Q: Sketch the graph of the function. y = −sin 2x/3

A: If y=Asin(Bx-C)+D Amplitude = A Period = 2πB Phase shift =-CB Vertical shift = D

Q: Sketch the graph and give its properties for each of the following functions. y = tan 2x 3.

A: Here we have to sketch the graph of y = 12tan2x ...................................... (1)

Q: Sketch the graphs of the following function * y = tan(x)

A: Solution:-

Q: Sketch the graph of the function. (Include two full periods.) y = tan 4

A: To Determine: Sketch the graph of the function:

Q: Graph the function. 18) y = tan 2x

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Q: 4. Draw a careful graph of each function and describe its properties in detail. a. y = 2 tan nx %3D

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Q: Use a vertical shift to graph one period of the function y = sin x + 2.

A: Given: y=sinx+2 we know that graph of given function will be shift two units upward on y-axis in…

Q: Sketch the graph of the function. y = sin (x/3)

A: Given function, y=sin(x3) to be graphed.

Q: sketch the graph of the function Qu, y= 3 sin tx -1

A: Given function is  y= 3sin(x/2)-1

Q: Sketch the graph of the function. (Include two full periods.) y = tan(x + T) 3 2 1 -1F -1H 2 2 -1 -1…

A: y = tan ( x + π) is π

Q: Graph the function. 11) y = sin |x + 3

A: Given function is y=sinx+π3.

Q: Find the exact value of the function: arcsin(1)

A: arcsin1 can be written as sin-11. The value of sinθ is equal to 1 when θ=π2.

Q: _Sketch the graph of the following function 1 y = -2 tanx -1

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Q: Which function has a vertical asymptote when the value of the cosine function is 0?

A: We have to find the function which has a vertical asymptote when the value of cosine function is 0 .

Q: use theentries in the table to sketch the graph of each function for x between 0 and 2pi     y = sin…

A: to graph the given equation

Q: Identify the range of arctan(x) so that the relation is a function. ) - TI< y< 7[ 00<y<

A: here range of arctan(x) is -π/2 to π/2 because if we put π/2 it give infinte value  so range…

Q: Sketch two periods of the graph of the function y = 3 tan( π) 시,

A: To graph the function y=3tan((x/2)-π) with the help of the periods of the function. Now, first…

Q: Sketch the graph of the function. (Include two full periods.) y = 5 cot(x +)

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Q: Graph the function over a​ one-period interval. y = 8 cot x

A: Period of cotx is π

Q: Sketch the graph of the function.y = sin x/2

A: Given: y=sinx2 x -2π -π 0 π 2π 3π y sin(-π)=0 sin(-π/2)=-1 sin(0)=0 sin(π/2)=1 sin(π)=0…

Q: Determine what geometric transformation is needed to obtain the graph of the second function from…

A: Solution is given below:

Q: e(x) = -x² – 2

A:

Q: Based on the parent function f () =, the graph shown has no reflections from the parent function.…

A: We are asked to find whether the statement is true or false.

Q: Sketch the graph of the function. y = 2 tan x

A: We have to draw the graph of y=2 tan x. First drawing the graph of tan x

Q: Draw the graph of the function, f(x) = tan x.

A: We are to draw the graph of the function: f(x)=tanx

Q: Graph two periods of the function ƒ(x) = 3 cot x/2 + 1.

A: Given function is fx=3cotx2+1.

Q: What is the amplitude of the function shown in the accompanying graph

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Q: Sketch two periods of the graph for the following function. s0) = tan) j(x) %3D

A: Given function, f(x)=tanπ3x

Q: Sketch the graph of the following function 1 y = -2 tan5x -1

A: We will skecth graph of y=-2tan12x-1 with the help of shifting, reflecting and scaling the graph of…

Q: -TT -T 3TT レ こ4 キ」

A: For the given graph  Amplitude, phase shift, period and midline is calculated as shown below