Qn4. The formation of loop for optimal solutions in a transportation problem should End with minimum cost Start with Minimum cost Start from Unoccupied to occupied cells None of these
Q: Find the singularity of the function f(z)=(e^z-1)/z at z=0.
A:
Q: B)Solve differential equation = (x+y) dx x+siny
A:
Q: Let it be the matrix B= [4 3 ] what -1 5 is the Product of the Collection Bt with the one matrix
A:
Q: Find the Wronskian of two solutions of the differential equation t²y" - t(t− 2)y' + (t−6)y = 0…
A:
Q: dy -(x²+y) dx x+siny B)Solve differential equation =
A:
Q: Consider the lamina region on the xy-plane that is inside r = 6sin(0) and outside r = 3 if the…
A:
Q: A surveyor measured the length of a piece of land at 100-ft intervals (x), as shown in the table.…
A: Simpson's 13 rule: ∫abydx=h3(y0+4(y1+y3+y5+...++yn-1)+2(y2+y4+y6+...+yn-2)+yn), where h=b-an and n…
Q: let a=2+7i b=4-2i Choose the correct result of a/b*
A:
Q: Q3A) Find normal line and parallel plane to the function f(x, y, z) = x²y²z² - 4 At point (1,-1,2).
A: To find: Equation of normal line and parallel plane to the function f(x,y,z)=x2y2z2-4,at (1,-1,2)
Q: Suppose x represents the number of tons produced daily of interior paints and y represents the…
A:
Q: An artist can complete 11 drawings each month. Currently her portfolio contains 50 drawings. How…
A: Introduction: To make it less hard or difficult; to make it simpler or easier To condense an…
Q: 1. Given a. b. C. ixª + 1 1 + dx ) Evaluate the indefinite integral above Evaluate the integral…
A: According to our guidelines I can answer only question 1. From the above details we have.
Q: - Calculate Find the arc length of r(t) = (t² + 1,4t³+3), -1≤t≤0
A:
Q: 20- -10-
A:
Q: 5. Suppose that the inverse demand and inverse supply functions are PD = 10-.2x and ps = 4 + .2√x,…
A:
Q: Berno deposits $30,000 into an account paying 3.25% annual interest, compounded quarterly. How much…
A:
Q: -10 8 8 4 $ 60 yo
A:
Q: Solve the initial value problem below using the method of Laplace transforms. y" - 3y' - 18y = 0,…
A:
Q: MAR P # Video Example) EXAMPLE 8 Find the volume of a pyramid whose base is a square with side L and…
A:
Q: Q+ (PAR)→ B, A CHA B, A-CEBVC (Q v S) (BAC)
A: To provide the proof for each arguments using basic rules.
Q: Find fx fy, and f₂, and evaluate each at the given point. f(x, y, z) = x²y³ + 2xyz - 7yz, (-3, 1, 3)…
A:
Q: Solve the following simultaneous linear D.E. 1 6 [²D+ ₁ D + ¹])} = {e} 7 }{}
A:
Q: Zez analytical function or not?
A: We check whether w=zez is analytic function or not.
Q: Prove Ĵ Ha (as) th(x) e che = Hm (x) Hn(x) e^ dx = √x 2.11.8mm
A:
Q: dy 1 dx xy+y y = F√4ln(x + 1) + 1 Option 1 F/In(x + 1) +1 Option 3 = y(0) = 1 y = √2ln(x + 1) +1 O…
A:
Q: write the equation y=a(x-1)^2-9 in standard and x-intercept form
A: Given y=a(x-1)^2-9
Q: Let G be the subgroup of GL3(Z₂) defined by the set 100 a 10 bc1 such that a, b, c Z₂. Show that G…
A: The given set of matrix is 100a10bc1 where a, b, c∈ℤ2. To find: the group to which the given set is…
Q: - Find normal line and parallel plane to the function f(x, y, z) = x²y²z² — 4 At point (1,-1,2).
A: For a surface given by f(x,y,z)=0 . Gradient vector ∇f=fx,fy,fz will be perpendicular to the surface…
Q: 1. Express the following in A+iB form. (3+4i) (1 - i)³ (1+√31) ¹2(-7+241)
A:
Q: 2. Solve the outgoing signal problem Utt- c²uxx=0, x > 0, -∞0 <t<∞0; ux (0,t) = s(t), -∞0 < t < 00,…
A: From the above details we have,
Q: 3. Compute the tangent plane at u = 0 and v=0.
A: Introduction: The formula of the tangent plane of the function f(x,y) at the point a,b is given by,…
Q: Concept Check: Evaluate the following integrals: 1. f(x¹ - 5x³ + 6) dx 2. Sv (1-1/v²) dv 3.…
A:
Q: A region bounded by f(y) = √√y + 1, y = 1, y = 4, and x = 0 is shown below. Find the volume of the…
A:
Q: Q1A)The vectors A = 3i+j+ 4k, B = 2i - 3j-k, find vector normal to A and In plane of A and, B. N
A:
Q: dx dt 4x + y dy x + 2y dt a) Find the general solution for x(t) and y(t) b) Solve the initial value…
A: Follow the steps.
Q: he length of the base of an isosceles triangle is 45.49 inches. Each base angle is 37.06°. Find the…
A: In this question, the concept of trigonometric identities is applied. Trigonometric Identities The…
Q: If y, and y₂ are linearly independent solutions of ty" + 3y' + tety = 0 and if W(y₁, y₂)(1) = 6,…
A:
Q: 6+ 5- 4 نیا 2 1 -6 -5 -4 -3 -2 -1 1 2 3 4 5 6 -6+ The point symmetric across the x-axis is ( The…
A: We will find the point symmetric across x-axis, y-axis, origin.
Q: Use the trapezoidal rule, the midpoint rule, and Simpson's rule to approximate the given integral…
A:
Q: 14. Find the volume of the solid region generated by revolving the region bounded by y = 1-x² and y…
A: Here given, y=1-x2 and y=0, Then 1-x2=0⇒x2=1⇒x=±1
Q: * the complex number 6√3+6i in polar form O 12(cos(π/6)+isin(π/6) O 12(cos(π/4)+isin(π/4) O…
A: 1. Given complex number is 63 + 6i As Arg z = tan-1yx = tan-1663 = tan-113 = π6 Also r = 36 + 36 x 3…
Q: what is the directional multiplication of therectors [3₁-1₁2] [ 4.2.1]
A: Follow the steps.
Q: 1.) For each graph determine its rational function. R(x) =
A:
Q: 8. Suzanne told her friend Johnny that he needed to know for the calculus test that the derivative…
A:
Q: B)Is w = Zez analytical function or not?
A: Given function is w = zez
Q: 214 20. Are the matrices A= 0 2 3 and B= 027 -334 -140 similar? 234
A: The 2 matrices are not similar.
Q: An artist can complete 11 drawings each month. Currently her portfolio contains 50 drawings. How…
A:
Q: B)Is w = Zez analytical function or not?
A:
Q: A chemical manufacturing plant can produce z units of chemical Z given p units of chemical P and r…
A:
Q: Write the following sets in set-builder notation. Answer must restate set membership in some way.…
A: The given sets are A= { 2,4,8,16,32,...} and B={1,5,9}
Step by step
Solved in 2 steps
- Consider a maximization problem with the optimal tableauin the following table.z x1 x2 x3 x4 rhs1 2 1 0 0 100 3 2 1 0 30 4 3 0 1 5The optimal solution is obvious here, please determine the second best BFS to this LP.Consider the LP model and its corresponding graph below. Maximize z = 5x + 4ySubject to:3x + 2y <= 12x + 2y >= 8x >= 0y >= 0 From the given graph, what are the corner points of the feasible region? What are the values of x and y for the optimal solution? What is the maximum value of z?A sales Director who lives in a city a is required to fly to a regional‘s office and cities BCD in E. The weather graph shows the one-way airfares between any two cities. Use the brunt force method to find the optimal solution. 
- Use the method of Lagrange Multipliers to find the maximum and minimumvaluesof x2+y2 subject to the constraint x4+ y4=2Where are the feasible regionsSuppose that in a certain year, the Phoenix/Zweig Advisors Zweig Total Return fund (ZTR) was expected to yield 4%, and the Madison Asset Management Madison Strategic Sector Premium fund (MSP) was expected to yield 9%. You would like to invest a total of up to $60,000 and earn at least $4500 in interest. Draw the feasible region that shows how much money you can invest in each fund (based on the given yields). (Place ZTR on the x-axis and MSP on the y-axis.). Find the corner points of the region. (Order your answers from smallest to largest x, then from smallest to largest y. If an answer does not exist, enter DNE.) (x, y)= ( ) (x, y)= ( ) (x, y)= ( )
- Consider the following constrained maximization problem:maximize y = x1 + 5 ln x2subject to k - x1 - x2 = 0,where k is a constant that can be assigned any specific value.a. Show that if k = 10, this problem can be solved as one involving only equality constraints.b. Show that solving this problem for k = 4 requires that x1 = 1.c. If the x’s in this problem must be nonnegative, what is the optimal solution when k = 4?d. What is the solution for this problem when k = 20? What do you conclude by comparing thissolution to the solution for part (a)?Note: This problem involves what is called a “quasi-linear function.” Such functions provide importantexamples of some types of behavior in consumer theory—as we shall see.Solve 4x - 3y = 6 for y and graph it on a graphingutility with a standard window.Manuelconsumes pints of strawberries (s) and blueberries(?). His utility function is u(s,b)=s+2b, the prices are pS= 2and pB= 3, and Manuelhas $60to spend. (i) Find Manuel’s optimal bundle. (ii) Suppose that pBrises to 5, all else equal. Find the new optimal bundle. (iii) Find the (Hicksian) income and substitution effects for strawberriesassociated with the price increase.
- A river flows between the lines x = 3 and x = 4. Where should a bridgebe constructed to minimize the path from 0(0. 0) to P(5, 4)?Suppose that a temperature of a metal plate is given by T(x,y)=x2+2x+y2, for points (x,y) on the elliptic plate defined by 6x2+5y2≤60. Find the maximum and minimum temperatures on the plate. Use Lagrange Multipliers to determine the absolute extrema of f on the indicated constraint.can you please show an easy way using d’Alembert's reduction of order method to find a second linearlyindependent solution. What is the general solution of the diferentialequation for number 7