show that If an > 0, n = 1, 2,. .... In+1 In+1 lim inf 14x

Q: Hi the equation for the cone is z^2= x^2 + y^2, and not z=x^2 + y^2, could you please do this…

A: Here we will use Cylindrical co ordinate system  x= r cosθ , y = r sinθ , z=zx2+y2=r cosθ2 + r…

Q: ng Task 4: Given the equation x² + y² = 9. Differentiate using implicit differentiation. Express y…

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Q: 1. Show, by drawing, that the following graphs are planar: (11) the graph of the octahedron.

A: Solution :-

Q: Find the chromatic polynomial of G

A: Let us find the chromatic polynomial of G in the next steps.

Q: solve: رما) (c) ux = 0 in u(o, y) = ₁+ y² ity² 4x = 0 in R w(x, 3x) = sin x = 0 Wyy u(x,0) = sin x…

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Q: Solve Problem 2.33 on page 48 found attached.

A: As per our guidelines  we are supposed to answer  only one question. Here 2.33 answered.

Q: »pr«°C =m•22=4

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Q: ) Solve by using Laplace transform the partial differential equation a² y d'y =9 y(0,t)= 0, y(2,1)=…

A: Solution:-

Q: Instruction: Setup the iterated double integral that gives the volume of the following solid.…

A: Construct a prism

Q: Show, using the rules of cross products and differentiation, that d/dt (r(t) x r' (t)) = r(t) ×…

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Q: (b) Use appropriate software to sketch the following polar curves i) r = cos(7.10) + cos² (0) ii) =…

A: A polar coordinate system contains a reference point and a reference direction. The reference point…

Q: In Exercises 9 to 12, determine whether the two graphs are equivalent. 10. B с A E D с E D B

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Q: an= (-5)n an an = COS 4n+n3 3n+4" os(T) 8

A: The detailed solution with explanation is presented as the next step.

Q: 8. Find f(4) if f(0) >0 and [f(x)]² = [(f(t))² + (f'(t))²]dt + 4.

A: We do this using Lebniz rule for differentiation under integral sign. The detailed solution is…

Q: Using appropriate Tests, check the convergence of the series, Σ (1) n=1 1 Insp'nap

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Q: In Exercises 29 and 30, a floor plan of a museum is shown. Draw a graph that represents the floor…

A: No it is not possible to walk through the museum and pass through each doorway without going through…

Q: Ⓒ Solve зик subject to + 2x x = 0 u(x,0) = in Rx [0,00) n(x)

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Q: Use Laplace transform to solve the partial differential equation: o²y_by -+xt where y(x,0) = 0,…

A: Solution

Q: Solve the following complex numbers 1. sin[ln(8 + j5)] 2.   sinh[ln(8 + j0)] + cosh(8ej0.785)

A: We need to solve the following complex numbers. Note: We will be using the trigonometric and…

Q: Are the following deterministic or stochastic? Rolling a pair of dice Calculating your savings…

A: Solution

Q: TASK 2: Prove that if G is a group and a, b = G, then (1) o(a¹ba) = o(b) o(ab) = o(ba)

A: These two results follow by proving G is abelian. We present the detailed solution in the next step.…

Q: Hiwo- solve the hyperblic partial differential equation numericaly where d²u d²u dx² = with initial…

A: Given  ∂2u∂x2=∂2u∂t2 The wave equation is ∂2u∂t2=c2∂2u∂x2 So c2=1 The difference for the given…

Q: situation. and tell whether it is application on logarithmic function, inverse trigonometric…

A: As the policy of bartleby the provisions is to solve only one question at a time

Q: Are the following deterministic or stochastic? Stock market Patient’s EKG, EEG, blood pressure or…

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Q: /Solve the following Assignment problem using the Hungarian methoc 12 3 4 5 J1 83 7 6 2 J2 51 514 9…

A: First we will find the minimum element of  row and substract it from row next we will find the…

Q: (1) Using Legendre polynomials, find linear least-squares approximation to f(x) = In|xl.

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Q: For X and Y normed linear spaces, let {T} be a sequence in L(X, Y) such that Tn → T in L(X, Y) and…

A: For X and Y normed linear space  Let { Tn}  be a sequence in L(X, Y) such that Tn → T in L(X, Y)…

Q: (ylny – e¯xy)dx + ( + xlny) dy = 0

A: Solution :-

Q: x²-x+z Evaluate SS do, where o √2+4y² S is the part of the surface z = y² + x that lies inside the…

A: as given z=y2+x differentiate with respect to x zx=1 differentiate with respect to y zy=2y…

Q: Solve : subject to со и(x,y,о) = x+y Их + 5 их + вид

A: We are given the following differential equation with a boundary condition.     ut+5ux+6uy=0   in…

Q: GROUP holds four properties simultaneously: i) Closure, ii) Associative, iii) Identity element; and…

A: (1) For integers ℤ  under addition,let a, b, c ∈ ℤ(i) Closurea+b ∈ℤ  ( since sum of integers is…

Q: (ylny - e¯xy)dx + ( + x lny) dy = 0

A: The differential equation Mdx+Ndy=0 is said to be exact differential equation. If it satisfies the…

Q: 11. Carry out a single-variable search to minimize the function 12 f(x) = 3x² + on the intervalers!…

A: Given function is  f(x) = 3x2 + 12x3  on the interval 12≤x≤52.(a) Golden search method: First…

Q: Find all possible values of a e and Iz+2a-(a + 1)i> 3 simult

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Q: Player 2 Cooperate (1,000, 1,000) Player 1 Cooperate Cheat Cheat (400, 2,000) (500, 500) (2.000,…

A: Given, Payoff matrix for two players, each with two strategies are given below.     Player 2…

Q: Homework: a. Use the Gauss-Seidel method to obtain the solution of the system until the percent…

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Q: radius of convergence is not 1/3. It says 1/3 is incorrect.

A: given series ∑n=1∞2+-1n·x+4n-1 radius of convergence is defined as R=limn→∞12+-1n1n

Q: If A = 3ai +4j-k and B = 4i+j-3k, find the value of a if A normal to B.

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Q: Remember to save your answer. Which of the following factors lead to a monopoly market structure?…

A: Option 1 and 3 are correct answer so option B is correct option

Q: Homework for Newton-Raphson 1. Find the positive solution of 2cos x = x until you find the six…

A: # as per the guidelines we are entitled to solve one question at a time ,please resubmit the other…

Q: Perform BCD addition and verify using decimal integer (Base-10) addition: a) 1001 0100 + 0110 0111…

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Q: ) Solve by using Laplace transform the partial differential equation 8²y 2², =9. dt² Ox² y(0,t) = 0,…

A: Solution :-

Q: For an arbitrary function f: XY, prove the following identities: a) f¹ (Uiel Bi) = Uier f-¹ (B₁). b)…

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Q: In Exercises 15 to 22, (a) determine whether the graph is Eulerian. If it is, find an Euler circuit.…

A: a) In the given graph each vertex has a degree of 2 or 4, hence from the Eulerian Graph Theorem, the…

Q: how would you collect data with people in this time of pandemic?

A: Plan ahead for different COVID scenarios, and draft a budget that assumes the worst. Recruit an…

Q: So whats the final answer, whats the final unknown value?

A: Solution

Q: Let What is the rank of AT A? Answer: A 3 0 0 0 0 0 5 11 −4 0 3 6 5 2 0 0 3 6 2 0 0 0 8 0 0 00 0 0

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Q: 7. Given f(x) = 6x²+2x-5 and g(x) = 6x²+3x+1. Evaluate (f-g) x.

A: Here given that                           f(x)=6x2+2x-5                 and   g(x)=6x2+3x+1 We have…

Q: Q2/ The region bounded by the curve y = x² and the line y = 3x, in the first quadrant is revolved…

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Q: 1. The value of (1.000)-27 is O 327 0.327 O 1.000 O Non of them (242²-121²) 242*121 O 1 O 2/3 O 11/3…

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