this problem checks your understanding of the term in the equation for the electric field due to a point charge, . consider a charged particle at a point s whose coordinates are (10 m, 10 m, 7 m). we would like to find the electric field vector at a point p whose coordinates are (4 m, 5 m, 5 m). the term is the distance between point s and point p. what is its value, in meters?

A vector is an entity that has both dimension and direction. A directed boundary can be used to represent a vector graphically, with the length of the segment corresponding to the vector's magnitude and the direction being indicated by an arrow. From its tail to its head, the vector points in a direction. The mathematical or geometrical representation of a quantity is another use of the term. Vectors can be found in nature as force, momentum, electromagnetic fields, weight, and velocity.

We are given the point s is (10 m, 10 m, 7 m) and the point p is (4 m, 5 m, 5 m).

Now the vector coordinates are: (10-4)i+(10-5)j+(7-5)k=6i+5j+2k.

The distance in the vector form is: 5/(6²+5²+2²)=5/65=0.8

So the distance is 0.8 m.

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