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Q: B. Exercises Exercise 1 Directions: In the following figure, identify the terminal side of an angie…

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Q: Determine the amplitude of the sinusoidal function π -3 sin [2(z − )] + 3 Y = +1

A: Given,             y=-3sin2x-π3+1To find : Determine the amplitude of the sinusoidal function.We…

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A: Given function is  f(z)=cos(z+e^z) Its derivative with respect to z has done in next step.

Q: 1: Normal human body tempura ture flucuates. with a rythm tied to our Sleep cycle. If HCH) is body…

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Q: Show that cos 120 cos 40 – 3 cos 40 sin? 40 and use this identity to find an equation in rectangular…

A: We have to show that cos12θ=cos34θ−3cos4θsin24θ Consider  cos12θ=cos34θ=cos3P        Let P=4θ We…

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Q: 9. The graph of y = 1 intersects the graph of y= tanx at J b. 2 I 4 10. Determine the amplitude of…

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Q: (5) Let v = 2 sine. a) Find where the curve horizontal tangent lines. b) Find where the vertical…

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Q: Identify the amplitude, period, phase shift, and vertical displacement for y = -4 cos (2x 3) - 2 a)…

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Q: 1. Write your work in the space at the right. For the sinusoid below: Part A: What is the equation…

A: Let's find midline and amplitude of given sine function.

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Q: cos x D. Explain why we cannot apply L'Hôspital's rule to evaluate lim x-0

A: Given query is to find why L'hospital can not be used.

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A: Given that The sinusoidal function isy=-3sin[2(x-pi/3)]+1 ---------(1)We know that the general form…

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Q: Derivatives of Inverse Trigonometric Functions Theorem 1: Derivatives of Inverse Trigonometric…

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Q: Sketches of y=sinx,y=cos× and y=tanx on separate sets of axes if xe(0°;360°)

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Q: The average monthly precipitation P (in inches), including rain, snow, and ice, for Sacramento,…

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Q: Let y = 4sin(3t) + 2cos(3t) be expressed in the form y = Rcos(3t - Where -Sa Sn If time t is…

A: The function f(t) is a rule that associates or fixes a number to the particular t. Periodic…

Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.