What are the foci of )* + (;)* =1 ifa

Q: 2, Choose give Single digit positive in te gor f them' and the mean me

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Q: 3.) Prove (cA)" = cCA) %3D

A: Let A be a m×n matrix so A=(aij)  1≤i≤m and 1≤j≤n ie A has m rows and n columns. By AT we mean…

Q: Prove fulay's formule -CstD)4isin LO)

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Q: Ferentiation of the posit (1), and a(t) to any poi

A: From the graph, v(t)=dstdta(t)=dvtdt

Q: If the interval [4, 18] is partitioned into n = 28 subintervals of equal length, what is Δx?

A: Total length of [4,18] is (18-4)=14  Given that, n= number of partitions= 28

Q: Why are the requirements np ≥ 10 and nq ≥ 10 include in the central limit theorem for proportions?…

A: Determine why the requirements np≥10 and nq≥10 include in the central limit theorem for proportions.…

Q: Show that, cosh-1 x = In (x + /x² – 1)|

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Q: Find the projesiin Fisi+2j intro - Scaher componet

A: The vector equation is F=5i+2j. The vector equation is v=i-3j

Q: 3. Prove that sinOtcos=1.

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Q: Hiw- prove that %3D

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Q: 2 sin Sx lim 3x

A: Consider the limit  limx→02sin5x3x

Q: Pre cout of loo Finol cout of 63 200 130 Indicidual Individual 137 Individual 3. Indiidual 56 139 17…

A: A scatterplot is a nonmathematical measure of studying the relationship between the variables. Here…

Q: cond, and third prizes be drawn from a box containing 120 names?

A: A box containing 120 names 3 prizes be drawn

Q: (b). lim zInz² et

A: To evaluate: limx→0 xlnx2ex Using logarithmic property we can write the given limit as  limx→0…

Q: (b) Evaluate de using Simpson's one third rule with 6 intervals.

A: Given-             ∫031x3+4dx. Evaluate Using Simpson's one third rule with 6 intervals.

Q: sent that by a positiv ntity N(0) is 2.

A: Given as, dNdt=?N0=?

Q: Find daivative using Ab intiative Methed Of the function 3. |

A: Let the given function be y -y = 3x3+5x2-2x-12Differentiating with respect to x -dydx =…

Q: 94) Show that F= ;². ?' is Consenvatwe and gind potintial - the sealar

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Q: Exercise: 1.Find the interval and radius of conv. of In(1 – x?) ?

A: As per our norms we are allowed to solve one question at a time. Kindly repost the rest question…

Q: 81/ show that *if ve(Xジーズ) oif v=(

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Q: Show that - In(x – V - 1) = In(x + Vr – 1)

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Q: Which condition would prove AJKL ~ AXYZ?

A: Here we have to find the ratio between two sides such that the given 2 triangles will become…

Q: Evaluate using cauchy's Residue Evaliate theorem.

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Q: É(3k – 1) k= 1

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Q: Without using the  L'hopital rule. Solve Questions 1,2 and 3.

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Q: let (RiZ) be the usual top on et B-1 ineN] Find B.

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Q: bounded by + 22 %3D

A: z>0z=x2+y2z=1-x2-y2Intersection;x2+y2=1-x2-y2x2+y2=1-x2-y22x2+2y2=1x2+y2=12x2+y2=(12)2;  circle…

Q: State Green’s Theorem

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Q: 2. Estimate V50 using tools from calculus.

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Q: 2 Prove Ccos(n (ulx)] duc)

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Q: 1. When is the object at rest? Your ansiôier

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Q: Find ſ using residues.

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Q: - Suppose itat ". *, are foot chebjshev poy nomial T,So detdmin irtelpola ting rol, nomal -f Tthe…

A: We are given that x0, x1, x2 are roots of Chebyshev polynomial T3. We know that T3(x)=4x3-3x. And…

Q: 2. Use Theorem 4 to evaluate (3x +2x2) dx

A: Given ∫01 (3x+2x2)We know that ∫xn=xn+1n+1+C

Q: Why are special methods such as l’Hôpital’s Rule, rather thansubstitution, needed to evaluate…

A: To Determine: Why are special methods such as l’Hôpital’s Rule, rather than substitution, needed to…

Q: How is l'hopital's rule used for 1^infinity?

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Q: Proved that cosh fas/ (cashZ+L)

A: To prove :  cosh2z2 = 12cosh (z) + 1

Q: 81: Without evaluoting, show directly * = ? satiefy 2. %3D 2 -5

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Q: Classify the Cases as Recurrent, Transient> ErjodiC,Absorbing

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Q: what about Fini'te in Finite or in tersection of Par tition of [a,b] Did it is 1 gais partition not…

A: A partition P of Z is a set of non empty subsets of Z such that every element p in P is in exactly…

Q: Compute/o . Show your work.

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Q: Seuchudu = In) tanh 5 ul +c In tanh %3D

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Q: s convex.

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Q: If fel²() and gelices. prove that fgeles.

A: Given that f∈L2(u), g∈L2(u) By definition If  g∈L2(u)⇒||g||L2<∞

Q: nly.

A: Given equation is :  -√3 sin(x) + cos(x)

Q: Having aeR and ɛ > 0. Define ɛ-neighborhood of “a"

A: Explanation of the answer is as follows

Q: (a, b) is measurable. صواب ihi

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Q: Obtain ez in rec tangular for m Iti

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Q: Finl dy for

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