Advanced Math Archive: Questions from March 28, 2022
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pls do this correctly asap
if Find dy dx y2N/x+4+In(x+2) = xy3 1 ya+*+2 +372 2yVx+4 - 3xy2 Vx+4 ? y? -x+ 2 2VX +4 2yvx +4 1 y3 - 1 x + 2 Vx+4 2yvx + 4 – 3xy? y? -x+ 2 ya + 20x + 4 2yvx + 4 – 3xy? -1 answer -
4. Find a harmonic function P(x, y) in the right-half plane x>-1 such that on the boundary 4(-1, y) = 0, y < -2; 4(-1, y) = 1,-2 < y < -1;4(-1, y) = 2,-1< y < 2; and &(-1, y) = 0, y > 2.1 answer -
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please help using laplace
- Bhy" + y' - 2y = r.). (1) = 3 sin : - cost if BA) + y ()r = 3 0 27; y(0) = 1, y'(0) = 01 answer -
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Suppose that f and g are injective holomorphic functions from unit disk D to unit disk D, satisfying f(0) = g(0) and f′(0) = g′(0) ≠ 0. Prove that f(z) = g (z) for all z in D.
EJERCICIO 2.45. Suponga que f yg son funciones holomorfas inyectivas del disco unitario D al disco unitario D, que satisfacen f(0) = g(0) y f'(0) = f'(0) + 0. Demuestre que f(2) = 9(2) para toda z en1 answer -
Show that in ∞ Σ n=1 1/(z^n) is holomorphic in A = {z : |z| > 1}. (Hint: Use the holomorphic convergence theorem, that is, show that convergence is uniform on closed disks contained in A; use We
n=1 EJERCICIO 2.46. Muestre que es holomorfa en A = {2:121 > 1}. (Sugerencia: Use el teorema de convergencia holomorfa, es decir, muestre que la convergencia es uniforme en discos cerrados contenidos1 answer -
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Solve the following inital value problem using Laplace transformation y" + y' – 2y = 0y(0) = 2y'(0) = 2 Select one: O A. y = 4e O B. y = et O C. y = 2e OD. y = el1 answer -
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Solve the following Laplace equation in the rectangle [0, 1] x [0, 1]: Uzz(, y) + Wyy(x, y) = (), u(0, y) = f(y), u(1, y) = 2f(y), u(x,0) = 0, wy(x, 1) = 0.1 answer -
Asignacion #1 2 To 1 18 a) Cálcule Fe = F TE : determine la magnitud du y las ángulos direccionales Fa 5 FO ch 70 -6-9 60 F = 6041 answer -
Problems 13, 15, 17 please. Thank you.
== = x = - In Problems 1 through 20, find a particular solution Yp of the given equation. In all these problems, primes denote deriva- tives with respect to x. 1. y" + 16y = e3x 2. y" - y' - 2y = 3x +3 answers -
Exercise 6: Solve the following Laplace equation in the rectangle [0, 1] x [0, 1]: = Uzz(x, y) + Uyy(x, y) = 0, u(0, y) = f(y), u(1, y) = 2f(y), u(x,0) = 0, Wy(2, 1) = 0. = 0 OLX y % 2x=% %E6% x-%2x1 answer -
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Let f(z) = z2 – 2iz = be a complex valued function defined on a complex plane. Writing z= x + iy, find real valued functions u(x, y) and v(x, y) such that f(x) = u(x, y) + iv(x, y). = u(x, y) = 2x1 answer -
Consider the function f(x)=−2tan−1(−x). Find the Lagrange interpolation polynomial p(x) passing through the points (−3,f(−3)), (−2,f(−2)), (2,f(2)), (3, f(3)).Calculates the following va
(1 point) Considera la función f(x) (cos(-6x)). Encuentra el polinomio p(x) de interpolación de Lagrange que pasa por los puntos (-3, f(-3)), (-2, f(-2)), (2, f(2)), (3, f(3)).Calcula los siguientes1 answer -
Find values of a,b,c and d such that the graph of the function f(x)=ax+b/cx+d go through the points (−1.29),(0,−21),(1.21), and (3.2219).
(1 point) Encuentra valores de a, b, cyd de manera que la gráfica de la función f(x) - ax + b cx + d pase por los puntos (--) (0, 1), (1,3), (*) -1,3 y 22 3, 19 f(x) Observación: Puesto que podemos1 answer -
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Express the productor dance win (7) co(a) Product to Sum Formulas Con(A)cos(B) - ſoos(A - B) + Cool A+B) sin(A)cos(B) - Lain(A + B) + n(A - B) sin(A)rin(B) - [con(A - B) - Con(A + B) sin(11) - sin(3x1 answer -
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