f(x) = x in the %3D sin 2x + ...

Q: /4 tan x dx /4

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Q: d (7) Vtan²s+ 21 dt = dx

A: Explanation of the answer is as follows

Q: Eval 7/3 (f) tan ³ 0 sec³ 0 d0 0.

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Q: S sin (2x – 1)cos (2x-1)dx (2х - 1)dx

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Q: y = arccos /1 – x (1-x) 2 1 (1-x) 2 2 JA (1–x) 2 1 (1–x) 2

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Q: 2x3 + 4x – sin x - dx = 0 х2 — 7 a

A: Consider f is any function defined on the interval [-a,a] .Then f is  even if f(x)=f(-x) for all…

Q: Let f: X_nte, Y be X,Y are Tj spaces. show that: Xö locally compact iff Y is so . perfect function,…

A: Given: f:X→ontoY is a perfect function, where X,Y are T2-spaces. To show that X is locally compact…

Q: 7/4 (sec² x – sin x)dx

A: 1. ∫sec2x dx=tanx 2. ∫sinx dx=-cosx 3.∫(u±v)dx=∫u dx±∫v dx 4. ∫abf(x) dx=F(b)-F(a), where ∫f(x)…

Q: g(x) = tan(sin²(x)) + e², +e?

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Q: * Evaluate. (sec6(x)) dx

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Q: f(x csc² 6x - x cos 6x)dx

A: Given: I=∫xcsc26x-xcos6xdx   As we know that; The Sum Rule: ∫fx±gxdx=∫fxdx±∫gxdx And a).…

Q: 4 sec?x b) Find dx. V20 + tan x

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Q: Using appropriate substitution, [sec (2x) + 1] tan(2x) dx is equal to

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Q: cos (secx) dx 2 X - X

A: Step 1:Detailed analysis shown in below steps.  First Trigonometry ratios concept is used then…

Q: Consider the numbers between 25000 and 150000. How many numbers within this range have a sum of…

A: (a). All the numbers in between 25000 and 150000 will contain either 5 digits or 6 digits and no…

Q: Find the domain of the function 3x -1 A. f(x)= 1- 2x + 3 sin 2.

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Q: 1. Evaluate dx sec2 x (a) Ja(x+ 4) (b) A. dx V1- tan?x VT(x + 4)

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Q: Let f(x) = e cosx, sx %3D 2. Express your answers in exact form. ElN

A: Inflection point occurs when the second derivative of the function equals to zero.

Q: cos(2x) dx 2 (sin(2x)+5)*

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Q: 2 tan-1(x)dx =

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Q: Evaluate cos(x) - 1| dx.

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Q: 3T/2 1|sin(x| dx 01

A: Topic = Integration   using this definationsin x=sin xif 0≤x≤π-sin xif π<x≤2π

Q: Find a > 1 to express y = 3(2/9)x in the form y = 3(a−x)

A: