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13 Nov 2019
1036 Chapter 16 Integrals and Vector Fields EXERCISES 16.8 Calculating Divergence In Exercises 1-8, find the divergence of the field 1. F = (x-y+z)i + (2x + y-z)j + (3x + 2y-29k 4. F sin (xy) 1 + cos (yz)j + tan (xz) k 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 8. The velocity field in Figure 16.14
1036 Chapter 16 Integrals and Vector Fields EXERCISES 16.8 Calculating Divergence In Exercises 1-8, find the divergence of the field 1. F = (x-y+z)i + (2x + y-z)j + (3x + 2y-29k 4. F sin (xy) 1 + cos (yz)j + tan (xz) k 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 8. The velocity field in Figure 16.14
Reid WolffLv2
12 Jul 2019