Consider the space time diagram below. Let the space time interval between events $O$ and $A$ be $\Delta s_{O A}$, and let the space time interval between events $O$ and $B$ be $\Delta s_{O B}$ Which of these two space time intervals is larger? (Assume that the $y$ and $z$ coordinates of all these events are zero.) A) $\Delta s_{O A}\Delta s_{O B}$ B) $\Delta s_{O A}

Question

Consider the space time diagram below. Let the space time interval between events $O$ and $A$ be $\Delta s_{O A}$, and let the space time interval between events $O$ and $B$ be $\Delta s_{O B}$ Which of these two space time intervals is larger? (Assume that the $y$ and $z$ coordinates of all these events are zero.)

A) $\Delta s_{O A}>\Delta s_{O B}$ 
B) $\Delta s_{O A}<\Delta s_{O B}$ 
C) $\Delta s_{O A}=\Delta s_{O B}$ 
D) There is no way to tell from this diagram.

Quizplus · Accepted Answer

The Answer of Consider the space time diagram below. Let the space time interval between events $O$ and $A$ be $\Delta s_{O A}$, and let the space time interval between events $O$ and $B$ be $\Delta s_{O B}$ Which of these two space time intervals is larger? (Assume that the $y$ and $z$ coordinates of all these events are zero.)

A) $\Delta s_{O A}>\Delta s_{O B}$ 
B) $\Delta s_{O A}<\Delta s_{O B}$ 
C) $\Delta s_{O A}=\Delta s_{O B}$ 
D) There is no way to tell from this diagram.

Consider the Space Time Diagram Below OOO And AAA Be ΔsOA\Delta s_{O A}ΔsOA​

Consider the Space Time Diagram Below $O$ And $A$ Be $\Delta s_{O A}$