For the recurrence relation: an = 10an-1 – 25an-2; The general solution is: an C1 +c2 Note: The only constants in front of these functions should be 1. Given the initial conditions ao = 3 and a1 -3, solve for c and c2. %D The final solution is: an =

Q: J (x? — 4х + 4)10 dx

A: SOLUTION-

Q: ii Sketch y = f(x), y= f¯'(x), and y = x _on the same set of axes.

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Q: ine x and y such that -4 3 0 -4 + -3 x - y -1 -2 4 -4 3 2x + y

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Q: For what integer of x does the graphs of the two equation intersect

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Q: If h(x) = 8x – 3, find 3[h(x)]² – 7 -

A: We know that- (a+b)2=a2+b2+2ab

Q: he closed form for an+1 3an + n² with ao = 1. Verify your result.

A:

Q: Select ALL of the following for which there exist nonzero constants which can be substituted into…

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Q: 2 x*(1 – 2x)³dx

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Q: The functions f and g defined by F(x) =-2÷[|3x-9|] G(x)=x^2 + 9 -[ square root( x+4)÷8]-4…

A: Given:   To determine: The domains of both functions

Q: Evaluate. Use a capital C for any constant. 14(6z - 1) (62 - 2z - 1)° da %3D |

A: givenI=∫14(6x-1)(6x2-2x-1)9dx substitute 6x2-2x-1=uafter…

Q: If  A = [ 1   0   0   0 ]      [ -4   1   0   0 ]        [ 1  -1   1   0 ]        [ 7  -2  1   1 ]…

A:

Q: Solve the following equation: x* - 25x +144 = 0 О А. -6, -3, -8,-4 В. 3, -3, 4, -4 С.6, -6, 8, -8 O…

A: We can find the solutions of the given equation by splitting the middle term  method.

Q: Question 3 based on question 2

A: 3) We compare a=-16, b=1120, c=8

Q: If K(x) =|x- 3|+x, find K(-1).

A: Using the property of mod function,

Q: Given the pole-zero patterns below, sketch the region of convergence for: a) A right-sided sequence…

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Q: 3x² – 36x² +33x = 3x(x² –12x+11) = 3x(x-11)(x-1) %3D %3D

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Q: Let f(x)= = -2 x²+3x O Only 0 O Only 3 O Only -3 Only 0 and 3 What values of x have to be excluded…

A: given  f(x)=-2x2+3xfor domain  x2+3x≠0

Q: In a learning experiment, a subject is first given x minutes to examine a list of facts. The fact…

A: We are given S(x,y) = x2 + 5xy + 15x – y2 + 3y + 25. Calculating ∂S∂xand ∂S∂y ,   ∂S∂x=2x+5y+15 = Sx…

Q: x2-y2 x2-2xy+y2 (x+y)2 (x-y)2

A: The given expression is  x2-y2x2-2xy+y2·x-y2x+y2 we know,    x-y2=x-yx-y=x2-xy-yx+y2=x2-2xy+y2…

Q: a. A random variable X has the following probability distribution: 0 x 18 5 x 18 10 x 18 15 x 18 20…

A: Given, X 0 90 180 270 360 450 P(X=x) 0.1 2m 0.2 0.1 0.04 0.07 Here,…

Q: az Find if yz – In z = x + y ax 3.

A: We have              yz-lnZ=x+y

Q: a = b = (d) | a - b |

A: we are given the vectors a and b and we need find out the magnitude of the difference of the…

Q: how many zeros are in the solution to the function g(x)=x2-3x+4

A: SOLUTION-

Q: If [x² - 2x + a] = 0 has no solution, then find where [] represents the greatest integer).

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Q: If P (A) = 0.6, P(B)=0.1, and A and B are mutually exclusive, find P (A or B). P(4 or B) = |

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Q: If VAR(X) = 8, E(X)= 3, then E(X – 2)² = None

A: Provided information is,  VAR(X) = 8, E(X) = 3 From given information,…

Q: x1 – 2x2 – 4x3 = -4 -x1 + 3x2 + 6x3 = 5 -3x1 + 6x2 + 13x3 12 xi = Ex: 42 : x2 = Ex: 42 : X3 = Ex: 42

A: System of non homogenous equation problem....

Q: x² + 6x – 1

A: We have to express  x2+6x-1 in the form (x-m)2+n.

Q: Construct the addition table for Z5. Using this table, or otherwise, determine the following x in…

A: First we find addition table for Z5. Then find values of x.

Q: Let g : [1, 4] –→ R be defined by 4. 1 2, let P, be the partition given by P, ={1,2 -2+ 4. Find the…

A: Given g:[1,4]→R be defined by g(x) = 41≤x<21x=2-22<x≤4

Q: If det(A) = 2, find det(A5).

A: Given:detA=2det5A=?FORMULA:detcA=c detA

Q: Multiply (x+ 1) (x – 1) O x² - 1 O x² + 2x + 2 O x² + 1 O x2 - 2x - 1

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Q: If y = 3 x + 1, then y 2 = _____

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Q: Which function had zeros of -4 and 2? O f(1) = a² + 7x – 8 O g (z) = a – 7x – 8

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Q: xdx √x-2

A: