Multivariable Calculus: Surfaces Given Parametrically
Please see the attached file for full problem description.
Please see the attached file for full problem description.
Please see the attached file for full problem description. Let S denote the closed cylinder with bottom given by z=0, top given by z=4, and lateral surface given by the equation x^2 + y^2 = 9. Orient S with outward normals. Determine the indicated scalar and vector surface integrals.
Find dy/dt of the function y= 2/(2t^3-5)^4 Could you please explain each step required to complete this question?
Evaluate the iterated integral (See attached) SEND ANSWER AS ATTACHMENT
Here is the problem: Find the volume under the plane z = 4x + 2y + 25 and over the region bounded by y = x^2 - 10 and y = 31 - (x-1)^2
Tangent and Normal (II) (Differential Calculus) Find ds/d? for the curves : (a) r2 = a2cos2? (b) rn = ancosn? See attached file for full problem description.
Tangent and Normal (I) (Differential Calculus) Find ds/d? for the curves : (a) r = a(1 + cos ?) (b) r = ae?cot? See attached file for full problem description.
Find the General Solution of the equations. (a) r = a2t (b) r - 3as + 2a2t = 0 where r = ∂2z/∂x2 , s = ∂2z/∂x∂y, t = ∂2z/∂y2 (c) (2D2 + 5DD′ + 2D′2)z = 0 (d) ∂3z/∂x3 - 3∂3z/∂x2∂y + 2∂3z/∂x∂y2 = 0
I am having difficulties gaining a solution for the following differential equation of x'=2t3 -6t2 + t1/2. Could I please get assistance with detailing my solution.
Use the method of Lagrange multipliers to find the indicated extremum. You may assume the extremum exists. Find the maximum and minimum values of f(x,y,z) = x + 3y - z subject to z = 2x^2 + y^2
F(x,y)= xy + 8/x + 8/y Find the critical points of the given function and classify each as relative min., relative max., or a saddle point.
Find the critical points of the given function and classify each as relative minimum, relative maximum, or a saddle point. f(x,y) = x^2 + 2y^2 - xy + 14y
1. Find all the critical numbers: . 2. Find all the extrema in the interval [0,2 ] for . 3. Find the absolute maximum and the absolute minimum on the interval (1,4]. 4. State why Rolle's Theorem does not apply to the function on the interval [-2,0]. 5. Find all relative extrema of , include the designation of maxim
Laplace Transformation Question. Please see attachment.
Please see the attached file for the fully formatted problem. Find L[(sin t)/t].
Laplace Transformations See attached for questions
Show that equation is of exponential order and not of exponential Order. (please see attachment for details)
Find the Laplace transform of: f(t) = exp(2t) for 0<t<3 and 0 everywhere else. See attached file for full problem description.
Solve (see in attachment) without using partial fraction decompositions. Thanks you
Solve y(t) + int [(t-tau)*y(tau), tau=0..t) = exp(t).
Before starting, the answer to the 2nd problem is NOT y=3.9x+20 or y=4.1x-300. Those are the solutions to the first part of the question. The second part is asking for the TOTAL cost when you have "x" amount of feet, not just the cost of digging ONE foot. I posted earlier and received the above answers. The question I would like
What are the domain and range and x intercepts of the function? Approximate to two decimal places. y=-x^2-20x-3
The total profit in dollars for the sale of n microwave ovens is given by p=-2n^2+140n-174 what value of n will provide the maximum profit. Please show all work including the line graph.
Find the domain, range and x intercepts of the following problem approximate to two decimal places of the function y=3x^2-30x+5
Dont really want you to give me answer, just thoery on how to complete these type of problems. Word problem with calculus Thank You (See Attached)
Please respond with a Microsoft Word document. Thank you. Please see attachment for actual questions and full formulas. 1. Decide whether Rolle's Theorem can be applied to on the interval [-1,3]. If Rolle's Theorem can be applied, find all the values, c, in the interval such that . If Rolle's Theorem cannot be a
Please respond with a Microsoft Word document with the answers written in standard text. Thank you. Series of Various Calculour Questions Attached. You do not need to show your work for this one because I would simply like to compare your answers with mine so that I am sure that I did everything correct on mine. Please ju
Using covolution, find the solution of the differential eq y"+4y'+13y=(1/3)e^(-2t)sin3t y(0)=1, y'(0)=-2
Find the Laplace Transform of the following function f(t)=(t^2-3t+2)u(t-1)-(t^2-3t+2)u(t-2) Thank you for your time and help!
Consider the forced harmonic oscillator: y'' + by' + ky = g(t) + y0 where the forcing is made up of two parts, constant forcing (y0) and forcing (g(t)) that changes over time. a) Let w(t) = y(t) - y0/k. Rewrite the forced harmonic oscillator equation in terms of the new variable w. b) In what ways are the solutions of the t