II. Cylindrical to Spherical 6. (12, 45°, 12)

Q: rmine the marginal cost, m at is the approximate chang of producing q units of a ge

A: y=C+I+Gc=a+byI=e+dy so,

Q: -1. For the sequence ao, a¡, d2, ..,An» • each n e NU{0}, an+1 = (n +1) a,n. Use mathematical…

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Q: 1. Describe the graph of the equation 16x2 + 9y² – 64x – 54y +1 = 0. 2. Describe the graph of the…

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Compute the mark-up price of instant noodles using the given data VCU/U = 20.00 FC = 500.00 US = 200…

A: Given information Variable cost per unit=20 Total fixed cost=500 Fixed cost per unit=500200=2.5 Now,…

Q: Consider the polynomial f(t) given by [2 1 3 4 1 3 2 5 2 f(t) = det 6 t t 2 3 4 2 3 3 1 7 3 4 t 3…

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Q: Applications of Differential Equations of Second Order The differential equation satisfied by a beam…

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Q: 12) Given a power series E anx", if lim da+1= L where 0 < L < o, then the radius an n=0 1 of…

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Q: 3. We learned in class that for a given A, the f(r) that minimizes the cost function E(i - S(z))² +…

A: Given: The function fx is a natural cubic spline with knots at the unique values of the data points…

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Q: The capital value of an asset is sometimes defined as the present value of all future net earnings.…

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Q: Ois an ordinary point of the ODE then the solution will be valid for all real numbers z. - O is a…

A: Follow the statement in the next section.

Q: he area of an ellipse with axes of length 2a and 2b is nab. The percent change in the area when a…

A: We have to find percent change in the area after increasing major axis and minor axis.

Q: 2 OSolvethe equation Flx=2x+3X-2 start withX-0-5(use Iterotion method)

A: Here we are going to use Newton-Raphson iteration method

Q: Show F(x, y) = (2æy³ + 8)i + (3x²y² + 2e2")j is conservative by finding a potential function f for…

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Q: A parcel delivery service will deliver a package only if the length plus girth (distance around)…

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Q: Determine what rule of replacement was used: (Z ɔ (A ɔ B)) .. (Z ɔ (~ ~ A ɔ B)) A Transposition B…

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Q: EXERCISES 1 For Exercises 1-9, find the first four nonzero terms of the Taylor series for the…

A: We have to find the 1st four non zero terms of the Taylor series of f(x) = sin(-x) about x = 0.

Q: Select all that apply: Which of the following are equivalent to the statement "Nobody defeated…

A: Using the given symbol to select correct option equivalent to the statement ''Nobody defeated…

Q: 4. In the ficld (C,+, ) of complex numbers, define the mapping f: C- C by the rule f(a, b) - (a,…

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Q: Question 2 Find the number of vertices and the number of faces of a 12-gonal pyramid. Present your…

A: Find the number of vertices and number of faces of a 12-gonal pyramid .

Q: - 3 if x 2

A: see the attachments

Q: 6. f(x, y) dx dy

A: Double integration and area of integration

Q: Find the first four non-zero terms of the Taylor series of cos(x) centered at a = 1/4.

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Q: Silverscale caught 7,700 fish during a 7-Day hunt if he caught the same number of fish each day how…

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Q: Determine an initial basic feasible solution to the following transportation problem by using (a)…

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Q: 2 1 1 1 0 1 2 4. A = | 0 1 1 , B = | 0 -1 [2 0 1

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Q: 111111 is prime. Prove that, in any radix b, The number 11111 (11...1), can be prime only if the…

A: As per the question we have to prove that the number 111...1 containing n number of 1's will be…

Q: Find the matrix to which P" converges as n increases. 1 2 - 6 3 P = 5 1 6 3

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Q: In 1994, the moose population in a park was measured to be 3540. By 1999, the population was…

A: Formula , slope of line  m = ( y2 - y1 ) / ( x2 - x1 )

Q: Let the region be bounded by the curves y= 2 /x and y = 4, and x= 16. i) (ODraw this bounded region…

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Q: In Exercises 13 through 18 use Newton's method to find the required root. 13. Find 231/3 by solving…

A: Newton's Raphson method,

Q: (a) Define what is an orthonormal basis of an inner product space. (b) Let W be a subspace of a real…

A: As per the question we have to define the orthonormal basis of an inner-product space. Then we have…

Q: Consider the polynomial f(t) given by [2 t 2 5 2] 1 3 4 1 3 f(t) = det 6 t t 2 3 %3D 4 2 3 3 1 7 3 4…

A: We can solve this using determinant of matrix

Q: Find the Laplace transform of 6e5 cos2t - e7: 6(s-5) A (s- 5)2+4 s-7 (s- 5) (B) (s - 5)2+4 s+ 7 6s…

A: We have to find the Laplace transform of f(t) = 6e5tcos2t - e7t

Q: Solve the triangle using SÖHCAHTUA. ound answe 7. 8. 20 36° C 23 B b D A = b% D

A: The plane figure bounded by the union of three lines, which join three non-collinear points, is…

Q: Find the root of 1+ tanh x - 2 tan x = 0.

A: We find the root of  1+tanh(x)-2tan(x)=0 , by Newton's method.

Q: Find the Maclaurin series of sin²(x) and it's interval of convergence. [Hint: a

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Q: I need help in this Discrete Mathemathics Question based on the Consistent System Specs. This is…

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Q: Given the function: f(x) = { 9æ – 2 x 0 Calculate the following values: f( – 1) = f(0) = f(2)

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Q: Use the Adam-Bashforth method of the second order to solve the second equation y’=y(x+y) when h=0.1…

A: Given differential equation is y'=y(x+y), step size h=0.1 with initial condition y(0)=1 Let x0=0,…

Q: Write a differential equation that corresponds to the pictured slope field: く\

A: 1st we will find horizontal tangent and then depends on sign of direction field we will take sign

Q: Question 9 (see above) Define f (a) to have a domain of N and a codomain of N. Which of the…

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Q: Problem #4: If x is the number of thousands of dollars spent on labour, and y is the thousands of…

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Q: Des quantités x , y , z et t satisfont z = f (x, y) , x = g(t) et y = h (t) . %3D Sachant que g(5) =…

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Q: 2k exp (-) is 1. (e* – e³). 2. (e -e) 3. (e-e²). 4. None of the above 2.

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Q: In Lxercises 7 through 12 use a fixed point iteration scheme to find the required roots. 7.…

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Q: Let B = {b, b,} and C= (c,,c,} be bases for R2. Find the change-of-coordinates matrix from B to C…

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Q: 9. Write out P7, the Taylor polynomial of degree n = 7 approximating g near x = 0, given that 9(x) =…

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Q: 3- Solve the Robin boundary-value problem V2u = 0, 0 << x < T, 0 < y <T, 0<z < T, u(0, y, z) = f(y,…

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Q: 6. Suppose that T:R' →R° is the linear transformation defined by 1 1 1 T 2 0 1 Is T an onto mapping?…

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