nd the nearest neighbor algorithm to find a Hamilton circuit that begins at the vertex B.

Q: Show that the differential equation x³y² + x(1+yº)y′ = 0_ is not exact, but becomes exact when…

A:

Q: (d) Find the solution y = o(t) of the given problem and evaluate o(t) at t = 0.1, 0.2, 0.3 and 0.4.…

A:

Q: A pizza restaurant is offering a promotion in which you can order a large pizza and your choice of a…

A: Let m choices to be made with n1 options for the 1st choice, n2 options for the 2nd choice, … , nm…

Q: x³ +1 Q3: Find the length of y=√x+2,1 ≤ x ≤ 7, Using ds = 1+²dy into the surface area of the object…

A: Find the arc length of y=x+2, 1≤x≤7 using the differential element ds=1+dxdy2dy. For formula for…

Q: Question 1 Let M. be a compact set. Then. (A) M must be infinite (B) If (Fn) is a decreasing…

A: NOTE:Kindly repost the other question as a separate question.    Compact Set:A metric space(X, d) is…

Q: Draw and show the solution in finding the differential equation of the family of:   (a) parabolas…

A: By eliminating n parameters we get n order differential equation .

Q: 20. How many edges has each of the cycle graph C158? A. 155 B. 156 C. 157 D. 158

A:

Q: 3. Consider the initial value problem = 5y-y², y(0) = 2. dt (a) Use one step of the…

A: Trapezoidal rule- The Trapezoidal method is combination of the two derivative approximations…

Q: Use the simplex method to solve the linear programming problem. Maximize z = 3x₁ + 2x2 subject to:…

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Q: Determine the multiplicity of 1 as a root of a polynomial f(x) = x³ 3x¹ +4x³ − 4x² + 3x − 1

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Q: Use proof by contradiction to show that no integers  y and z exist for which 24y + 12z = 1.

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Q: A. Sketch the zero isoclines of the system B. Determine all the equilibrium solutions of the…

A: This is the question from stability of a system.

Q: if: x = t − 3, y = −1/2 t + 1 for −6 ≤t ≤6 is the equation. Can you: A) Graph the parametric…

A:

Q: ise The differential equation 3ry" - 2y + 7y= tana is normal on any open interval not containing x=…

A:

Q: To find the general solution of a second order homogeneous linear equation, we only need to find two…

A: To find the general solution of second order homogeneous linear equation we only need to find two…

Q: 6. S csch (In z) + coth (In z)csch (In z) z coth² (In z) dz

A:

Q: For which of the following does there exist a graph having the given properties? Select one: O a. a…

A: here we can use the properties of full binary and binary trees to find the solution.

Q: Prove with complete and neat solutions. Use basic theorems if possible. 2. Let DC R² and f: D→ R.…

A:

Q: 45. What is the connectivity (size of the smallest separating set) of the graph G? A. 3 B. 4 C. 5 D.…

A: Sol

Q: find x X-4X-5x + 6 11 3 7x²+9x-4

A: Note:- This problem can not be solved in 5 minute analytically but it can be solved graphically. So,…

Q: ) Consider again the ODE introduced in point (a) and describing the motion of the pendulum me0=-mg…

A: The second-order differential equation given is as follows: mlθ¨=-mgsinθ-γθ˙ with θ∈-π2, π2 Given…

Q: A factory is dumping pollutants into a river at a rate given by dx/dt = t3/4/600 tons per week,…

A:

Q: My - NT If = Q, where is a function of x only, then the differential N equation M + Ny' = 0 has an…

A:

Q: (5) Show that for any real number x and a subset A of R, exactly one of the following holds: (a) x…

A: To prove: If x is any real number and any subset A of ℝ, then either x is an interior point of A or…

Q: Determine whether the equation is exact. If it is, then solve it. 2t -dy+ (2 In y + 5)dt = 0 (...)…

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Q: Evaluate: 0 xsinx 1 + x² dx

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Q: 2) Suppose the value of a car depreciates linearly with time. A new car is worth $41,000; 3 years…

A:

Q: Show that the differential equation_xºy7 +x(1+yº)y' = 0 is not exact, but becomes exact when…

A:

Q: A function f has partial derivatives fx = 4x + y² − 6y +5, fy = 2xy - 6x. (a) Find the stationary…

A:

Q: Consider the function f(t) = 0.01e" for 0 ≤ t ≤). (a) Sketch the even extension, feven, and the odd…

A: Even extension of function f(x) feven=fx ,  0≤x≤Lf-x ,  -L≤x<0 Odd extension of function f(x)…

Q: 1. What is the appropriate dot product technique for both Cartesian and Geometric vectors?

A: We have to solve given problems:

Q: An object moves in space with acceleration a(t) = 12t²i+6tj+2k. When t = 0, the object is at (1, 0,…

A:

Q: Each propeller of the twin-screw ship develops a full-speed thrust of F = 350 kN. In maneuvering the…

A:

Q: Average temperature of a town in Manitoba is represented by the function T = 12.8sin (ℼ/3 (t-6)) +5…

A: we will use given temperature function to calculate time required for change in temperature .

Q: i. Which of the following relations f: Q → Q define a mapping? In each case, supply a reason why f…

A: Mapping: A relation is said to be a mapping if the relation is not multivalued i.e., for every value…

Q: Question 1 Let M. be a compact set. Then. (A) M must be infinite (B) If (F) is a decreasing'…

A: here I used definition and some properties of compact and complete metric space

Q: 2. Us DI el e6 e7 V3 es V2 es G €2 ez V4 fi W2 WI f2 f3 W3 WA fa G fs f1 W6 W5 f6

A:

Q: 2π The graph below shows the angle A = 3 A = 2π/3 Find the exact value (no rounding) of sine. 2T sin…

A:

Q: (d) Find the solution y = o(t) of the given problem and evaluate o(t) at t = 0.1, 0.2, 0.3 and 0.4.…

A: here given the differential equation as y'=4+t-y, y0=1

Q: urn The Venn diagram shows the contains 24 marbles marbles numbered from 1 to 24. the set of…

A: This is a question of set theory.

Q: The walls of a toilet, 2.5 m long, 2.05 m wide and 3 m high, are to be covered with tiles 15 cm by…

A: Since you have posted multiple questions and we can answer one question. So answered the first…

Q: How many integer solutions are there to the inequality: where #1, #2, #3 ≥ 0. Select one: O a. 164 O…

A:

Q: Problem 2 Given transfer function X(s) 7 F(s) s² + 5s + 10 Write the corresponding differential…

A: Sol

Q: (a) Write down and OB in terms of the unit vectors i, j and k. (b) Calculate OA OB and hence…

A: Solution:a) Taking O as origin OA→= i^+k^OB→=j^+k^b)OA→.OB→=(i^+k^).(j^+k^)=1Also, |OA→|=2,…

Q: (a) What are the differences between the false position method

A: There are lots of things to consider the difference between false position method and modified…

Q: Which of the following functions is NOT a solution of x" - 4x + 4x = e¹?

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Q: 10 -6 17 The matrix -6 -6 10-3 has eigenvector 10 3 17 -3 37. 1 Enter the corresponding eigenvalue…

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Q: Consider applying the method of separation of variables with u(x, t) = X(a)T' (t) to the partial…

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Q: (9) Show that the given collection F is an open cover for S such that it does not contain a finite…

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Q: y' = 4+t-y, y(0) : = 1 (a) Find approximate values of the solution of the given initial value…

A: Given differential equation y'=4+t-y Let f(t,y)=4+t-y  Initial condition ,y(0)=1 So,t0=0, y0=1.…