Where surfaces p = 2 and z = 1 intersect is a) an infinite plane b)an semi infinite plane c) a clinder d) a circular e) a cone
Answers
Answer:a circle
Step-by-step explanation:
Answer:
Where surfaces p = 2 and z = 1 intersect is a circular.
Step-by-step explanation:
The lines of intersection are curves if two geometric forms with curved surfaces intersect or pierce one another. The projections of the points that are shared by both surfaces are plotted to calculate the curve of intersection. By selecting section planes that cut the surfaces into lines or circles, this is accomplished. Because two different equipotential surfaces have different electric potentials, they never meet because if they did, the intersection point would have two different potentials at the same spot, which is not feasible. Equipotential lines at various potentials also cannot cross. This is because they are a line of constant potential by definition. There can only be one value for the equipotential at a specific location in space.
Thus, for surfaces with p = 2 and z = 1 intersecting is always a circle.