Advanced Math Archive: Questions from May 27, 2022
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PART D & E PLEASE
SECTION 6.2 EXERCISES 1. Find the general solution of each of the following systems: (b) y₁ = 2y₁ + 4y2 y₂=-9₁-3y₂ (a) ₁ = y + y₂ ₂ = -2y + 4y (c) ₁ = y₁ - 2y2 ₂ = -2y + 4y (e) y2 answers -
#2, 3, 4,5
1. 1st-Order ODES: Separation of Variables Exercise Set #1] 11. xy + y = 2. y³y + x³ = 0 3. y' = sec² y 12. y'= 1 + 4 4. y' sin 2mx = πy сos 2πx 13. y'cosh2x = 5. yy' + 36x=0 2. n1 answer -
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3 answers
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*Solve the following initial-boundary value problem. V²u(x, y) = (x - 1) sin (ny) ux (0,y) = 0 u(x,0) = 0 u(1, y) = y u(x, 2) = 0 01 answer -
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1. use the function T(v1,v2,v3)= (4v2-v1, 4v1+5v2) if v=(2,-3,-1), w= (3,9) 2. let T:R3 be a linear transformation such that T(1,0,0) = (2,3) , T(0,1,0) = (-1,4) and T (0,0, 1) = (5.3), calculate T(3,
Ejercicios de práctica: 10 puntos cada uno 1. Utilice la función T (V₁, V₂, V3) = (4V₂ - V₁, 4v₁ +5v₂) si v = (2, -3,-1), w = (3,9) 2. Deja que T: R³ R² sea una transformación lineal1 answer -
apply the Laplace transform methods to solve the following system of differential equation
x' + x - y = 0 4x + y + y = 0 x(0)=2, y(0)=1 y seleccione su respuesta de entre las siguientes opcion 1 Ⓒa.x(t) = +¹e¹, y(t) == + e' + tel Ob. x(t)=e¹ - 5te', y(t) = 2e¹ Oc. x(t) = 2e¹ + 5te',1 answer -
1. Evaluate the integral x cos y dz dy dx. II.Calculate the volume of the solid in the given figure. III. Rewrite the integral using the order dzdxdy. Then comment on whether or not it is convenient t
1. Evalúe el integral fm/2 fl−x x cos y dz dy dx II.Calcule el volumen del sólido en la figura dada. 248 44 x-4-y² 2-0 y III. Reescriba el integral utilizando el orden dzdxdy. Luego comente si es1 answer -
II.Calculate the volume of the solid in the given figure.
II.Calcule el volumen del sólido en la figura dada. ZIX 44 3 x=4-y² 2-0 Y1 answer -
III. Rewrite the integral using the order dzdxdy. Then comment on whether or not it is convenient to change the coordinates to cylindrical or spherical ones and work on your evaluation.
III. Reescriba el integral utilizando el orden dzdxdy. Luego comente si es o no es conveniente hacer cambio de coordenadas a cilíndricas o esféricas y trabaje su evalaución. 6-x-y dz dy dx1 answer