12. Convert to polar coordinates and evaluate: 1 LL62 +7) dydx + y2 +
question2 1. Interchange the order of integration and evaluate the integral so Ix y dydx. 2. Use Lagrange multipliers to find the points on the curve x4y= 16 nearest the origin. 1 1:2:1 fitant that 1 here the one 7 36r2 + va
Reverse the following integrals dzdy dxdy dxdy 2 + 1-2 2 dydx +! dydx J-11-V1+2
my girl friend thinks that the sax is not a beautiful sound and i play it all the time should i get rid of her or the sax Get rid of her. Quickly. She is trying to control you.Some people like one kind of music , some another. Because you both like the same things, doesn't mean that you can't like one another. HOWEVER, if she objects to your playing the sax, that is a whole other question. People, who...
Covert 1 = 83 84-** S*-**-»* dz dydx to an equivalent integral in cylindrical coordinates. Let be the region bounded below by the cone z = and above by the sphere x2 + y2 + (z - 1)2 = 1. |3x² + 3y² Set up (Do not evaluate) the triple integral in spherical coordinates to find the volume of D.
Using polar coordinates, evaluate the integral so Som x(x2 + y²) dydx. Be careful to check that the limits of integration you use correspond to the region under consideration.
e Ais a2x2 matrix such that nullity (A +D) 1, then the matrix expone (0) A square matrix A is diagonalizable if and only if all cyeles of generalized eigenvectors of A are of length ential et of A is unbounded 1. e Ais a2x2 matrix such that nullity (A +D) 1, then the matrix expone (0) A square matrix A is diagonalizable if and only if all cyeles of generalized eigenvectors of A are of length ential et of...
Evaluate the integral making a change of order of integration. G sty dydx 119) 의 Evalúe la integral Jo ja tyy 1 dydx, haciendo un cambio de orden de integración. on(9) O NO ESTÁ LA RESPUESTA T O 3e9
Let f(x,y) = 2x2 - 4x + y2 - 4y +1. 1) The number of critical points of f is: a. 0 b. 1 c. 2 d. 3 Оа. Ob. Ос. Od 2) The point (1,2) is: a. a local maximum forf b. a local minimum forf a saddle point for c. Оа. Ob Oc. Let1 = f'secx dydx. .) The region of integration of I is represented by the blue region in b O a Od 2) By reversing...
Solve sin 0 = y2 exactly over 0 so<2n. 5.6,
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