12) Given y = 2 sin4x Find the intervals below and graph points. Period = Period %3D 2 1- -1. -2
Q: 11. y = sin 12. y = cos*(-) 13. y = arccos(-) %3D 14. y = arcsin (- 5
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Q: 13. If tan(x) = 3/2 and cos x <0, find the exact value of sec x. %3D
A: Given, tanx = 3/2 cos x < 0 We have to find sec x
Q: If arc tan x + arc tan 1/3 = T/4, find the value of x. 1/2 1/3 1/4 1/5
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Q: Find sin 0 given that 0 = arctan(1/3). |
A: From the question, Given that: Apply inverse property,If,…
Q: If arc tan x + arc tan 1/3 = π/4, find the value of x
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Q: Give the exact value of csc (cos (). Decimal approximations will receive no credit!
A: We can make it easier for you.
Q: Find the period and amplitude of the function. 2n y=-4 sin x- 3 Give the exact values, not decimal…
A: If y=AsinBx is a function then its amplitude is A and its period is 2πB. The given function is…
Q: 14. What principal interval would the answer be in if you evaluated arcsin(0.074)? (50) Зл а. b. 0,…
A: arc sin(0.074) will lie in the interval, (0, π/2)
Q: Use a graphing calculator to evaluate tan (4) 7 Round your answer to three decimal places. tan…
A: Giventan(4π7)
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Q: Compute sec() if sin(0) = 0.29 and 0 < 0 < 5 Give you answer accurate to 4 decimal places
A: Find your answer below
Q: Determine the equation of the cosine function that has an amplitude of 4, a period of 2T, and has a…
A: The general equation of cosine function is y=AcosBx-C+D Here, A=AmplitudeP=2πB=PeriodCB=Horizontal…
Q: How do you graph sin(x) with a horizontal or vertical stretch, such as 2sin(4(pi/2))?
A: To draw the graph of transforms of y= sin(x)
Q: What are the amplitude and period of y = - 4 cos(πx)?
A: The amplitude is the vertical distance between the axis of the function and the maximum or minimum…
Q: 11) To Graph of y= 2 cosx a = Period= Period %3D Find the intervals below 2 1- 1. 2.
A: y=a cosbx+c+d ; where , Amplitude- a ; Period =2πb ; Phase shift =-cb and vertical shift =d.
Q: Find y’ if y = Arc cos (sin 4x).
A:
Q: Find sin x if cot x=-(√3)/2 and cos x (less than) 0
A: We will find the value of sin x.
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: If tan 0 = 5 and 0 < 0 < 90° then the value of sin 0 is %3D
A: Answer and explanation is given below
Q: 48. To graph two full periods of y=-4.2 sin 3x- 97 X min = 72 and X…. = 22 - 12 -4). , an…
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Q: If f(x) = sin(2x) + sin(4x) + sin(6x), determine the fundamental period. %3D
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Q: The Range for y = tan¬1 x is [- , True False Leave Question
A: Range set of all output values where function define
Q: Subject find derivatines of the first derivatives in volving differe and questients? 4 %3D COSX tanx…
A: Derivatives of function
Q: 4. Without using your calculator – show your work Evaluate tan ( – 0),when tan (0) = 1/3
A: Solution: The objective is to evaluate the given equation
Q: Graph One period y = 5 cos (3x – 27) y = tan(}a)
A: If equation of function is Y = a cos(bx-c) , where a is the amplitude of the function, the period of…
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: 10) To Graph of y = cos2x b =D %3D 2 Period = Period = %3D Find the intervals below 1-
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Q: . Show all pertinent solutions. 8. y = arc sin(-) 9. y = arccos 0 10. y = tan'' (-1)
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Q: Find if tan u = 11 and u is in Quadrant-l. COS %3D () COS (Please show your answer accurate to 2…
A:
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…
Q: 10) To Graph of y = cos2x b D %3D 2M Period= Period = Find the intervals below 1- -1.
A: First of all we will see the graph of y is equal to cos x and talk about its period.
Q: 5) Period of y= 2 cos x %3D
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Q: The velocity of a particle moving along a line is ;2 – 2t sin(r2) meters per second. Then, the net…
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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: 1. When does csc z = 2? 2. When does tanʼr = 1? 3. When does cotx = 0? 4. When does secx = -2?
A: Trigonometric equation
Q: # 2: Given: y = - sin ( x + 3 Find the Period: Amplitude: Phase Shift: Vertical shift:
A:
Q: Find sin 0 + cos 0 + tan 0 if the point (-1,-2) lies on the terminal side of the angle 0 in standard…
A: Given: Point -1,-2 lies on the terminal side of θ, thenr=x2+y2sinθ=yrcosθ=xrtanθ=yx
Q: Determine the amplitude of y = 3 sin x. Then graph y = sin x and y = 3 sin x for 0 ≤ x ≤ 2π.
A: Given, y=3sinx ...(1)
Q: If sec(x) (in Quadrant-I), find 3 tan(2x) = (Please enter answer accurate to 4 decimal places.)
A:
Q: If y = -sin x, what x-value corresponds to a y-value of -1 between 0 and 27? 2 -1 ?
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Q: Use the most appropriate method to solve the equation 3 tan2 x - tan x - 2 = 0 on the interval [0,…
A: To solve the equation 3tan2x-tanx-2=0 on the interval 0,2π. Solving the given equation, using middle…
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: If s sec? x- 2010 P(x) Sin2010 then value of P is Sin2010
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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: Find sin 0 and tan 0 if the terminal side of 0 lies along the line y = -7x in QII. sin 0 = tan 0:
A: Given that terminal side of ϑ lies along the line y = -7x. Note that the slope of the line y = -7x…
Q: Determine the amplitude of y = - 1/2 sin x. Then graph y = sin x and y = - 1/2sin x for -π ≤ x ≤ 3π.
A: We have to graph the following functions y=sin x y=-12sin x We have to find the amplitude of…
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- find θ on the interval [0,π] such that r=1-2cosθ is in the first quadrant PrecalculusA rectangle is to be inscribed under the arch of the curve y = 4 cos (0.5x) from x = -π to x = π. What are the dimensions of the rectangle with largest area, and what is the largest area?How many periods of the function y=tan x are there between -7pi/6 and 11pi/6