> an-1(x – 2)" + - na,(x – 2)"+1 n=1 n=0

Q: 11. (Sx + 2)

A:

Q: -(+2h)+16f (x+h)-30f(x)+165 (x-h)-(-2h) Suppose f"(x) 3 Show that the error is O(h4)

A: It is given that,

Q: valuate the X = (3-9) JJ²

A: We solve by using double integral.

Q: -3 2. S x*Vx Vx²-9

A: Integration is the process of finding the anti-derivative function of the given function. The…

Q: diffelentiate y= In(登) 2X 3.

A:

Q: f(x)=x^3-18x^2+105x-197 For what numbers does ff have a critical number?

A: To find the critical number of a function f(x) , set  f '(x)=0 and then solve for x.

Q: 5. y² = У X x-1

A: Solution is here

Q: I (Inx)³ nx-X

A: Let u and v be the function of x  Then∫uvdx=u∫vdx-∫(dudx∫vdx)dx

Q: 2x²+5x-3 z²+4x+3 for æ 0 3 -

A: Sketch the graph as follows: (b) At x=0, the function has Infinite-type discontinuity.

Q: Q: Evalunte x²-2 (X-2)2 3

A: x2-2x-22=x2-4x+22+4x-22-2x-22=x-22+4x-6x-22=1+4x-8+2x-22=1+4x-2+2x-22. Therefore,…

Q: X = y + % y = 0.000396707 – 0.24576 x2 22 = 0.00029753 - 0.12288 x²

A:

Q: - fra) == くxく2 An 9nミ0 2穴

A:

Q: 4cosx + 2sinx at x = 2

A:

Q: 5. Repeat the process for r = 4, but let x0 = 0.201. How does this behavior compare with the…

A: Given values are  Common Ratio, r=4 No. of terms, n=100 Initial value,  x0=0.201  We compare other…

Q: For which k is the residual term when q (x) = x17 -kx15 + (k-2)x10 + 2x + k2-2 is divided by x-1…

A:

Q: - X-1 0-x +x+ ix 0-x-r 23. x + x - x

A:

Q: Eliminate the arbitrary constant for y= -4 + Ae

A: Option A is correct

Q: x2 - x + 2 = 0 over z3 [i

A:

Q: 0- V5 – x – V5+: -

A:

Q: /1-y2 1+x2 اوجد الحل العام ل لمعادلة التفاضلية

A:

Q: y = -0.0159x* + 0.2301x3 1.2034x? + 2.6595x + 0.0661

A: Volume of the solid revolution is given by V=∫ab πfx2dx. Now, using the formula…

Q: dæ - x² – 10a – 21 -x – 3 - In x + 7 -æ – 3 -In +C +C x + 7 A x + 7 æ + 7 -In -x - 3 +C -In -x – 3…

A: Here we will solve the given intigral,

Q: x Q3: Show that csch-¹ (²7) = coth-¹(x+¹) x-1,

A:

Q: (2r +3)x+ 1 (2a + 3)(r+ 1) Reduce to lowest terms:

A: To reduce the expression to the lowest terms: (2x+3)x+1(2x+3)(x+1)

Q: 2 f(x) = √4-x² [-1,1] n = 4 a = -1 right left & middle hand rule b=

A: The given function is fx=4-x2 over the interval -1, 1. The number of subintervals is n=4.

Q: z(#-x)- 202 What is the value of when X =u e

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: The portion of z = 4 – x² above z = 0 and between y = 0 3 and y = 4.

A:

Q: 52. f(æ) = (-1)**(x – 2)". %3D n=1

A: Radius of convergence problem....

Q: Jp+1(x) — Jp-1(х) аnd — 2];(x) 3 о

A: for part (A) We have to verify the given equation so we verify this by recurrence relations. the…

Q: 1- x**! 1- x n+1 6 (x # 1) r=0

A:

Q: What is the end behavior for this equation? f (x) = - (x+3)² + 1 %3D | O As x -0, f (x) -00, and as…

A: The given function is: f(x)=-(x+3)2+1

Q: max (x-1)² - 1 s.t. 0≤x≤2

A: Here follow the python script.

Q: 3 2 y X-3x-x t3 From X = -1 to X= 8

A:

Q: + x) at a = -2

A: The Taylor series of a function fx at a point x=a is defined as f(x)=∑k=0∞f(k)(a)k!(x−a)k where fna…

Q: Describe the long run behavior of f(n) = - 4n° + 2n° – n² + 4 As n → - 00, f(n) → As n → 0, f(n) → ?

A:

Q: Let y=-4x. As x approaches negative infinite then y approaches -3 True or False

A: Consider the statement Let y=-4x. As x approaches negative infinite then y approaches -3

Q: 1. -x+2 4. if x<-1 h(x) = (x-1) - 3 if -13XS2 -2 if x 2 Th(1), h(2), and h(5)

A: Given that hx=14x+2 if x&lt;-1x-12-3 if -1≤x≤2-2         if x&gt;2 find h1, h2 and h5

Q: f(x) = - 4x - 2 on (- 0,0)

A: Given: fx=-4x-2 on -∞,∞ To determine whether the graph is increasing or decreasing on the given…

Q: a. Ak x+2, y=x→_ b. As x→2, y =-x →_ 6. As x → 2. y =x'+ 3x² →. d. As x→-0, y =-3x² →. e. As x→2, y…

A: answer of given question is in step 2

Q: the y-intetcept of the line. y=-3.9x-3.6

A: Given that  Line equation  y=-3.9x-3.6    We know that  General line equation  y= mx + c Here m=…

Q: ve N(x)= x2/3000-60x

A:

Q: MAX Z= x,+2.x2 X+2x2 subject to X+ x224 2x, +2x0

A:

Q: max F(x1 ,x2) = x,x3 subject to 6xỉ + 3x = 72

A: Let the given function be  F(x1,x2)=x1x22    ….(1) and  G(x1,x2)=6x12+3x22-72=0    …(2) From…

Q: 2x + 1 -de J (3x – 1) (x² + 2x + 2) Evaluate:

A: Given: I=∫2x+1(3x−1)(x2+2x+2)dx

Q: (x+ 1)4 y3 In ex-3 (x+1)4 In x-3 xp

A:

Q: f(x) : == - x2, with domain [2, +o) %3D

A:

Q: -. g(x) = Vx + 7 i. Domain: (-7,00) Preview x + 30 . h(x) : 4 - i. Domain: (-30,4)U(4,00) Preview

A: Given query is to find the domain for the function.

Q: 47. f(x) = /4 – x², 0 s x< 2

A: 47Given that fx=4-x2   , 0≤x≤2Solution a if we find inverse of the function then we interchange x to…

Q: = 1 – _X k – 1 k + 1

A: We can eliminate the arbitrary constants as below.

Q: (-1)"- n 1 2n-1 TL Σ 4.

A: