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13 Nov 2019
ERERCISES 16.8 Calculating Divergence In Exercises 1-8, find the divergence of the field. 1. F = (x-y+2)i + (2x + yä¸zj + (3x + 2y-29k 4. F= sin (xy) i + cos (yz)j + tan (xz) kâ 5. The spin field in Figure 16.13 6. The radial field in Figure 16.12 7. The gravitational field in Figure 16.9 and Exercise 38a in Section l 8. The velocity field in Figure 16.14 Calculating Flux Using the Divergence Theorem In Exercises 9-20, use the Divergence Theorem to find the outw flux of F across the boundary of the region
ERERCISES 16.8 Calculating Divergence In Exercises 1-8, find the divergence of the field. 1. F = (x-y+2)i + (2x + yä¸zj + (3x + 2y-29k 4. F= sin (xy) i + cos (yz)j + tan (xz) kâ 5. The spin field in Figure 16.13 6. The radial field in Figure 16.12 7. The gravitational field in Figure 16.9 and Exercise 38a in Section l 8. The velocity field in Figure 16.14 Calculating Flux Using the Divergence Theorem In Exercises 9-20, use the Divergence Theorem to find the outw flux of F across the boundary of the region
Beverley SmithLv2
31 Jan 2019