Doubt in this then comment below...i will explain you..
.
please thumbs up for this solution...thanks...
.
Problem 3 Evaluate the following expressions in spherical coordinates: a) var b) 72p2 C) 12 (47)...
8. (12 points) Use spherical coordinates to evaluate SS zdv, where E is the solid that lies above the cone ø= */3 and below the sphere x2 + y2 + z = 42.
3. Use spherical coordinates: a) Evaluate IILr2 + ข้า dV where E is the solid region inside the sphere 12 + y2 + ~2-16 and above the cone 3r2 + 3y2 b) Find the centroid of the solid hemisphere of radius a, centered at the origin and lying above the xy- plane 3. Use spherical coordinates: a) Evaluate IILr2 + ข้า dV where E is the solid region inside the sphere 12 + y2 + ~2-16 and above the cone...
5. (15 points) Consider 3 dz r dr d, 20. a. Convert the integral to rectangular coordinates with the order d: dr dy (but don't evaluate.) b. Convert the integral to spherical coordinates (but don't evaluate.) 5. (15 points) Consider 3 dz r dr d, 20. a. Convert the integral to rectangular coordinates with the order d: dr dy (but don't evaluate.) b. Convert the integral to spherical coordinates (but don't evaluate.)
Evaluate the following integral in spherical coordinates. SSS--(=y2 +22)3120v 3/2 dV; D is a ball of radius 5 D SSS - (x2 + y2 +22) >/?dv=E D (Type an exact answer, using a as needed.)
Suppose you have to use spherical coordinates to evaluate the triple integral SI z dV where D is the solid region that lies inside the cone z = 22 + y2 and inside the sphere 22 + y2 +22 = 144 D Then the triple ingral in terms of spherical coordinates is given by Select all that apply p3 cos • sin o dp do do D [!] > av = 6*6** ? [!] > av = 6"* )*S" So*%*%**...
Problem 3 Evaluate the following expressions: a) 3e_Snu[n] @[n-3) = b) 3e-Snu[n] * 5[1-3] = c) 3e-5nu[n] 7[n] = d) 3e-5nu[n] * 5[n] = nt: Is not the came m...
106. Cylindrical Coordinates. Define curvilinear coordinates (p, ø, z) by y = p sin d, p cos integer, find expressions for the following quantities in where p 0,0 < 0 < 2t. If n is an terms of p, ф, z and p, ф, 2. (а) Vф; (b) Vр"3; (c) V2(p2 cos ); (d) V :(pp + pфф + z2); (F) V. (p*-1 sin(nф)р + pr-1 cos(nф)ф). (e) V x 106. Cylindrical Coordinates. Define curvilinear coordinates (p, ø, z) by...
Suppose you have to use spherical coordinates to evaluate the triple integral III z av where D is the solid region that lies inside the cone z = /22 + y2 and inside the sphere 22 + y2 + 2 = 121 D Then the triple ingral in terms of spherical coordinates is given by Select all that apply pcos o dp do de z dV = cos sin o dp do de D z DV = D pocos o...
Problem 3 Evaluate the following expressions: a) 3e-Snu[n] ][n-3) = b) 3e-Snu[n] * 0[n-3] = c) 3e-Snu[n] ][n] = d) 3e Snu[n] *7[n] = Hint: Is not the same multiplication by a delayed unit sample than convolution with a delayed unit sample.
Only problem #18 In Exercises 13-22, sketch the graph described by the following spherical coordinates in three-dimensional space. 14. 17. ρ cos φ = 4 4 In Exercises 13-22, sketch the graph described by the following spherical coordinates in three-dimensional space. 14. 17. ρ cos φ = 4 4