Can you find a vector quantity that has a magnitude of zero but components that are different from zero? Explain. Can the magnitude of a vector be less than the magnitude of its components
Let D be the region bounded by the hemisphere x² + y² + (z-1)² = 9, 1 ≤z≤ 4, and the plane z = 1. Verify the Guass divergence theorem for v=xi+yj + (z - 1)k.
