-Given two parallel planes, calculate the distance between them ₁ =5x+2y-12-2 2=15x+6y-3z+5 x = 0 Y = 0

Q: 3. x³y' = x²y—y³ { 2 1 x 2 = ln|x|+c} 2

A:

Q: 2. Provide a graphical (one combined) solution for the system of linear inequalities below: 3 y + t…

A: See explanation for the graphical solution.Explanation:i. 3">y+(73​)t>3Solve the inequality…

Q: Given the following information set up the problem in a transportation table and solve for the…

A: The Given details are as follows:We will solve the LPP using Excel. We have to find the minimum…

Q: x(t) = x1(t) X2 2(t) Find the general solution of x' 2 = 23 13 ☑

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Q: Answer no. 19 only

A: 2/s( 1+e^-s/s)Explanation:Step 1:--Step 2: Step 3: Step 4:

Q: The graph of y = f(x) is given below: 2 y (a) Illustrate the first iteration of Newton's Method with…

A: 2.(a)Given the graph of the function y=f(x). The initial guess for the Newton's method is x1=0.5. To…

Q: In the initial value problem, use the Runge-Kutta method with step sizes h = 0.2, 0.1, 0.05, and…

A: Given in the interval [0,2].The Runge-kutta method is given by where,

Q: y” + y' − 6y = 0; y₁ = e²x, y₁₂ = e−³x; y(0) = 7; y'(0) = −1

A:

Q: Graph the surface of the following equation: y = 4x² - 4z²

A: The given equation is Sketch the graph of the given equation.

Q: (b) x - 5x+4x=0; x(0) = 0 (0) = 1 2. Solve the following homogenous differential equation ä - 4x+5x…

A:

Q: Please answer these question using manual solution and write it in paper

A: So final answers are 1. B2. A3. D4. D Explanation:

Q: 1. For each nЄ Z+ let fn: RR be the function nx f(x) = nx+1 (a) Prove that (fn) converges pointwise…

A: The sequence of functions (fn​​(x)) converges pointwise to the constant function f(x)=1 on R, but it…

Q: SOLVE In(x)y' - y = In² (x) ; y(3) = 1

A:

Q: Antonio Banderos & Scarves sells headwear that is very popular in the fall-winter season. Units sold…

A: The units of head wear sold are given below:October1700November2700December…

Q: To test the series n5 - 7 for convergence one n4 +3 n=1 could use the Limit Comparison Test,…

A:

Q: CAN YOU EXPLAIN IN  DETAIL PLEASE how to find particular solution I have trouble undertsanding how…

A: The detailed answer is shown below Explanation:I hope this helps.Thankyou Please do rate

Q: Problem 4. Suppose the vector space V = P2, given the following set of basis B={1+², t-312, 1+t-t2}.…

A:

Q: Determine the Fourier transform of a signal with g(t) = At/B between t = 0 and t = B and g(t) = 0…

A: Fourier transform of the given signals have been calculated with detail explanation. If any doubt…

Q: 1. Set up an integral, but do NOT evaluate, for the area of the surface obtained by rotating the…

A: The curve equation is :The aim is to find a) The surface area of the curve rotating about the…

Q: Suppose that S is a vector space that is a subspace of the space of functions from R to R.…

A:

Q: Monique works as a librarian and earns $1,300 on a bi-monthly basis. What is her average monthly…

A: The objective of this question is to calculate Monique's average monthly income based on her…

Q: Suppose the mean and standard deviation of the GPAs at Loyola are Xbar = 1.675; and s =…

A: The objective of this question is to find Catherine's GPA given her z-score, the mean GPA, and the…

Q: 1. Find a matrix A such that the linear system d/dt( x(t)) = −7x+2y d/dt (y(t))= −1x−8y is given by…

A: dtd​(x(t)y(t)​)=A(x(t)y(t)​)dtd​(x(t)y(t)​)=A(x(t)y(t)​)Explanation:1. To find matrix  A , we…

Q: Each S-compact subset of R is countable.

A: Each S-compact subset of R is countable.That means each sequentially compact subset of R is…

Q: Let T: R3 R³ be given by [1 0 1 T(x) = 1 1 2 x 0 1 1 and (1, 2, 3) be the standard basis for R³. Let…

A: Given that, and  be the standard basis of .We know that .Then, and Therefore,

Q: Solving A = Pet for P, we obtain P=Ae" which is the present value of the amount A due in t years if…

A:

Q: Which of the following represent the first 5 terms in a sequence with a first term of -2 and a…

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Q: Prove that every amount of postage n ≥ 24 cents can be made from a combination of 4-cent and 9-cent…

A: To prove that every amount of postage n≥24 cents can be formed using a combination of 4-cent and…

Q: When the annual contribution is ​$12001200​, the value of a retirement savings account paying an APR…

A: With an annual contribution of $12001.20, an APR of 6.2%, and 35 years of compounding, the future…

Q: Set up, but do not evaluate, an integral for the area of the surface obtained by rotating the curve…

A: The graph of  is shown below:

Q: ttle (L unit lower triangular) and Crout (U un ositions ALU of ique A = LDÛ decomposition of the…

A:

Q: = bt al Recall that cosh bt = (ebt + e¯bt)/2 and sinh bt sasbivo 10, find the Laplace transform of…

A: The objective of the question is to find the Laplace transform of the given functions. The Laplace…

Q: refer  to  image  below.

A: Dimension of H = 2.Basis of H{⎣⎢⎢⎢⎡​060−3​⎦⎥⎥⎥⎤​,⎣⎢⎢⎢⎡​5−30010​⎦⎥⎥⎥⎤​} Explanation:Step 1: Step 2:…

Q: Please solve and show all work.

A: x1=-16 x2=100/3Explanation:

Q: What are the payoffs in the subgame-perfect equilibrium to the following game? down (2,2) ⚫H and W…

A: In game theory, understanding how players behave in strategic situations is crucial. One way to…

Q: Using c++

A: Here is the c++ code  #include <iostream> #include <cmath> // Include for fabs() and…

Q: Scotiabank Arena hosts NBA games and has eighty-three (83) rows on the east side. The first row…

A: For answer, please refer belowExplanation:To determine the maximum number of persons the east side…

Q: 3. y'=1+cosx−ycotx;y()= -ycot.x:y()= {y= /3 2 sin r 1 cot x+=sin x}

A:

Q: Using the Method of Undetermined Coefficients, determine the form of a particular solution for the…

A:

Q: xApproximate the integral |42 1/(x-1)2 dx using cavalieri-simpsons rul, and taking n=6. Compare your…

A:

Q: Theorem: Quotient Rule If f(x) = T(x) B(x) is the quotient of differentiable functions, then f'(x) =…

A: The given problem is to show the quotient rule of differentiation for the given function.Given f(x)…

Q: 4. For each equivalence below, either provide a derivation from one side of the equivalence to the…

A: It is required to either provide a derivation (a series of logical steps) demonstrating that the LHS…

Q: Let F be a smooth 2-dimensional vector field defined on an open set U in the plane containing a…

A: To find the curl of the vector field F at a point P along the field line r(t), it can use the…

Q: -Obtain the equation of the plane given three points 64 A = 3 B = 2 1 4 C= 2 -2 42 2

A: Equation of plane passing through three points

Q: ) Suppose y = f(x) graphed in the figure below represents the cost of manufacturing a kilograms of a…

A:

Q: Find y as a function of x if x²y" +5xy - 12y = x², y(1) = −9, y(1) = 9. y=

A: We have to find as a function of .

Q: Can you use the information provided to answer question 2 please.

A: summery nahi likya direct answer likhaExplanation:

Q: Reduce the equation to one of the standard forms, classify the surface, and sketch it. (a) z23x²+4y²…

A: We have to reduce the equation in standard form, classify the surface and sketch the surface.Note:…

Q: Use the chain rule to find, where w= x³y³ + y²z³, x = e², y = e sint, z = e' cost First the pieces:…

A: By using chain rule, we will find the given derivative.

Q: 4. An integer dЄ Z\ {0} is said to be square-free if p² | d for any prime p. Let de Z\{0, 1} be…

A: We shall be using basic divisibility property of prime numbers