If So S, (x² + y² ) sin(x)dxdy= f L (2²² + y?) sin(x) dydæ a , then a, b are

Q: Given the following set of series, solve if they are ABSOLUTELY CONVERGENT, CONDITIONALLY CONVERGENT...

A: Convergence of the series and interval of convergence

Q: Sue receives $7$7 per hour when she works at the book store. Last week she earned $259$259. How man...

A: Given that Sue receive $7 per hour. And last week she earned $259. We have to find the number of hou...

Q: Find the Laplace transform of sinh3 4t

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Q: show that outer product for two vectors not rotation and not commulative ? justify your answer

A: The outer product is defined as, Consider x=x1x2x3⋮xn and y=y1y2y3⋮yn are two vectors from ℝn. Then ...

Q: (A v B) -> ~C CvD ~В -> А А -> D

A: Rules of Inference

Q: At what point of the curve y = cosh(x) does the tangent have slope 2? (x, y) =

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Q: The graph of function g is shown below. Use the graph to answer the following questions. y g(x) 3 A....

A: Consider the following figure.

Q: The cost function for a product is C(q) = q³ – 45q² + 675q + 920 for 0 < q < 50 and a price per unit...

A: Solution 

Q: Consider the power series f(x)=log(n)x" . The R.O.C. of f(x) is (a) 0 (b) 1 (c) 3 (d) 0

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Q: y = [ 0 1] (2x2 matrix) + [-1 0] d/dx y [1] (1x2 matrix) y (0) [1] [1] %3D [2]

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Q: Let f and g be functions from the positive integers to the positive integers defined by the equation...

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Q: (-1)" x2n + (2n+8) (-1)" x2n+1 (2n +4) Let y= 2 be the power series solution to the I.V.P n=0 y" +p(...

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Q: In the question that follows, the "units digit" of a number is the last digit in decimal representat...

A: 41 = 4 42 = 16 43 = 64 44 =256   Conjecture:- For all n&gt;=0, If n is odd then Unit digit of 4n is ...

Q: For the vectors i and v given below, find ủ v, the hermitian products ủ into v and v into u, the Her...

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Q: 3(n+1)! (п —1)1 126

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Q: Given a point in cylindrical coordinate (4, , -4 find its equivalence in spherical coordinate. Draw ...

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Q: Find the directional derivative of the level surface 2x2 + y? - 4z = 8 at 1 and y = 2 at the directi...

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Q: 10. Define what it means for a, to be conditionally convergent and for b, to be absolutely n=1 n=1 c...

A: A series ∑n=1∞an said to be conditionally convergent series if the series ∑n=1∞an converges but the ...

Q: Determine the area bounded by the conic sections y = x² - 6 and y = 62 – x2. O 183 O The curves do n...

A: Since you have posted a multiple question according to guildlines I will solve first question for yo...

Q: 11. Let S= {| -2 }. Show that u= E span S. 1 2

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Q: Show that the volume generated by revolving the region in the first quadrant bounded by the parabola...

A: Solution is below.

Q: Find the number of proper subsets for the following set: L {x | x is a letter found in the word assa...

A: We have to find the number of proper subsets.

Q: Check the FP and rank three FPI by their local convergence: f(x)= x² – 5 = 0 4 (1) g(x) 1 r = V5 = =...

A: The aim is to solve f(x)=x2-5=0 using the FPI (Fixed Point Iterations) g(x)=45x+1x,g(x)=52x+x2 and g...

Q: Solution by Gauss seidel method. - 9х1 + 2х2 + Зx; 3D 7 X1 + 12x2 + 9x3 = 2 4x1 + 6х2 + 14х; 3D 1

A: Let x1 = a, x2 = b and x3 = c So Given equations are9a + 2b + 3c = 7a + 12b + 9c = 24a + 6b + 14c = ...

Q: he following DE

A: Given,         y''+3y'+2y=ex, y(0)=1, y'(0)=0

Q: Consider the power series f(x)=log(n)x" . The R.O.C. of f(x) is (a) 0 (b) 1 (c) 3 (d) o

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Q: 21 +2.T.0 () +2-т-0 3 • k = 0: V512 ( cos 2 (cos (-) (–)) = 2 cos () – 2i sin () + i sin 3 COS 9. + ...

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Q: 2) (No graphing calculator should be needed here). Let P be the region in the first quadrant bounded...

A: Volume about x=-4

Q: 555 Y= x*+ Y = 4 2. Z²

A: Multiple variable calculus

Q: Graph an appropriate periodic extension of f(1) = 31, 0 <t< 7, and hence find its half-range cosine ...

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Q: dy Find by implicit differentiation. dx (1+ e*) =4+ In (x + y), y - x Select the correct choice belo...

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Q: Find the general solution of (y + 1)dx + (x – 1)dy = 0. O zy+x – y= C O ry – 2x – 2y = C xy + x + y ...

A: By Bartleby policy I have to solve only first one as these are all unrelated &amp; lengthy problems....

Q: B = {x | x € N and 189 < x < 183} В - Use the roster method to list the elements in the set B. If th...

A: Let a and b be two natural number with a&lt; b than b - a &gt; 0 . 

Q: (2) The volume of a closed cylindrical can is V. Find the ratio of height to radius that will minimi...

A: Introduction: A cylinder is a solid figure. Its top and bottom are circular. When a cylinder is clos...

Q: 1. Find the derivative of f(x) = x² – 3x. Use the result to find the slope of the tangent line to th...

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Q: 2. Let 2 2 -2 A = { 5 1 5 -3 1 -3 a. Compute eA using the definition of the matrix exponential. b. W...

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Q: E valuate the Following in tegrals: sec (2+) dt tan (2t) 9.

A: Given that  The integral is  To evaluate the integral

Q: prelative to the basis S=(P. P2. P3) for P2. p = 20 - 30x +25x; P, = 5, p, = 5x, ps = 5x. %3D %3D %3...

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Q: 6. d(X, {) seems to depend on the choice of P on { and on the unit normal vector N. Show that if N' ...

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Q: Suppose your data set has distribution resembling the one shown below, What can B A is the Mode, B i...

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Q: If a(1) = 2, and a(k) = 5a(k-1) for all integers k >= 2, then what is the 4th term of the sequence?

A: A sequence is a set of numbers that has a particular order or obeys a general form. Usually, the nth...

Q: Let f(x) = x3 +6.4x. We will use the interval bisection method to find an approximate solution to f(...

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Q: Suppose [1]. 7(t) = cet + cze' -1 -3 -2 -1 -1 -2 j(0) = A B (a) Find C1 and C2. C1 = - -3-2 - C2 = -...

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Q: Differentiate a circle from a parabola?

A: A circle is (geometry) a two-dimensional geometric figure, a line, consisting of the set of all thos...

Q: Are the following statements True or False? Input T for true and F for false. (a) If A-1 is invertib...

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Q: Find a particular solution y, of the following equation. Primes denote the derivatives with respect ...

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Q: Given a surface f(x,y) = -3x + (4)y². Find the derivative in the direction of v = at the point (6, ...

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Q: 1. Find the surface area of the region S in the plane z = 3x + 2y such that 0 <x < 10 and 0 < y < 20...

A: We have to find the surface area of the region S in the plane z = 3x + 2y such that 0&lt;=x&lt;=10 a...

Q: Show your work / explain your reasoning! - 1. Let W = Span{(2, –3, 0, 1), (4, –6, –2, 1), (6, –9, –2...

A: Note: We are entitled to solve only one question at a time and up to 3 sub-parts only. As the specif...

Q: Prove that f(z)=|z| is nowhere differentiable in C but is continuous everywhere.

A: Given function is fz=z. We have to prove that the function fz is nowhere differentiable in C but is ...