Answer
Let $E$ be a subset on $R^3$ . A vector field is a function $\bf{F}$ that assigns to each point $(x,y,z)$ in $E$ a vector$\bf{F(x,y,z)}$ .
The three examples are as follows:
Velocity vector field, Gravitational vector field, and Electric field
Work Step by Step
Let $E$ be a subset on $R^3$ . A vector field is a function $\bf{F}$ that assigns to each point $(x,y,z)$ in $E$ a vector$\bf{F(x,y,z)}$ .
The three examples are as follows:
Velocity vector field, Gravitational vector field, and Electric field
