Match the trigonometric function in column A to its sample graph in column B A. 1. Sin (x) 2. Cos (x) 3. Tan (x) d. 4. Csc (x) e. 5. Sec (x) f. 6. Cot (x)

Q: Differentiate. f(0) = 0 cos(0) sin(0)

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Q: How do I parameterize the portion from Rei pi/4 to 0?

A:

Q: sin(x) dx Cos(X

A: Given - ∫sin(x)cos(x)dx

Q: Sketch the following (without using calculator) and find their domains and ranges. (1) y = cotx (2)…

A:

Q: Differentiate. g'(0) = g(0) = eº (tan(0) — 0)

A: dexdx=ex  d(tanx)dx=sec2xd dx(a.b)=adbdx+bdadxgiven  g(θ)=eθ(tanθ-θ)

Q: Find the denivcate y(x)= Sind costan Tix). uaing chain rule

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Q: Q1: Drawing the Function Y = sin(r) +2 ?? r=0: pi/10 :2*pi and using the line of the color ( cyan )…

A: We have to graph the function y=sinr+2, where 0≤r≤2π.

Q: 29.9 x cot(sin-'(0.7658)) = O 35.61 37.66 O 39.04 25.11 46.50

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Q: If f(x) = sin(x), which of the functions or theorems describes the average rate of change of f(x)…

A: Solution

Q: (csc²(x)-csc(x)) cot(x) dx CsS

A: The given integral is: ∫csc2x-cscxcotx dx So, we have: I=∫csc2x-cscxcotx dx

Q: 8, tan (tan 9.

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Q: Using the principal value find: 137. cos-"(cos) , csc-(-/2) cos-1(cos

A: Given: cos-1cos13π6

Q: 3. S In(cos x) tan x dx

A:

Q: 8. If tan x = 3, the numerical value of vcscx is (A) 0.32 (B) 0,97 (C) 1.03 (D) 1.78 (E) 3.16

A: Given: tanx=3 we know that cosec2x=1+cot2x

Q: Find L{sin(2t)} Note: L{sin(bt)} In this example b = 2

A: We will put b = 2 and use the formula given,

Q: (E- x) = ", find tan (x). TC 10 11

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Q: S tan(x) dx

A: We have to find integration of tan(x) in the given question.

Q: Calculate z=X / tanθ using θ=(52.20 ± 0.70) degrees and X =(51.60 ± 1.05)

A: We haveθ=(52.20 ± 0.70) degreesandX =(51.60 ± 1.05)

Q: Integrate tan x from x = 0 to x = 1.32, then round your answer to the nearest thousandth (3 decimal…

A: We have to integrate tan x from x=0 to x=1.32.

Q: 8. Find if y (sin x + cos x) sec x dx

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Q: Find sec(x) ans sin(x) given cot(x)=4 and sin(x) >0

A: Given that cot(x)=4 and sin(x)>0 We have to find sec(x) and sin (x)