In the geometric analogy, the coordinate time difference $\Delta t$ between two events in space time corresponds to
A) The north-south separation between points on a plane.
B) The distance between points on a plane.
C) A certain path length between points on a plane.
D) The separation between the events in space time.
E) Something else (specify).

Question

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The Answer of In the geometric analogy, the coordinate time difference $\Delta t$ between two events in space time corresponds to
A) The north-south separation between points on a plane.
B) The distance between points on a plane.
C) A certain path length between points on a plane.
D) The separation between the events in space time.
E) Something else (specify).

In the Geometric Analogy, the Coordinate Time Difference Δt\Delta tΔt Between Two Events in Space Time Corresponds to A) the Between

In the Geometric Analogy, the Coordinate Time Difference $\Delta t$ Between Two Events in Space Time Corresponds to
A) the Between