The speed of observer C is 0.9c relative to observer A and 0.99c relative to observer B, as we've worked out. B could measure it according to any standard measuring technique of speed; e.g, radar.
Let's say that C(v) is changed directions to the left, and A(u) and B(u') are changed directs to the right. Does the equation remain the same? or do we get a change in signs (+/-)?
Sir I have a question.Rocket A started from a point 20 crores km away from a goal with a velocity of 2 lakh km/second another rocked B started from a middle point at the same time with velocity of 1 lakh km/second in linear direction. What will be the relative velocity of A &B as per special theory of relativity. Will they reach at the goal simultan iosly or not ?
The speed of the third observer relative to what? Observer B?
How would B measure that?
The speed of observer C is 0.9c relative to observer A and 0.99c relative to observer B, as we've worked out. B could measure it according to any standard measuring technique of speed; e.g, radar.
Let's say that C(v) is changed directions to the left, and A(u) and B(u') are changed directs to the right. Does the equation remain the same? or do we get a change in signs (+/-)?
Sir I have a question.Rocket A started from a point 20 crores km away from a goal with a velocity of 2 lakh km/second another rocked B started from a middle point at the same time with velocity of 1 lakh km/second in linear direction. What will be the relative velocity of A &B as per special theory of relativity. Will they reach at the goal simultan iosly or not ?
You have the wrong colors in the end
Well spotted!
The concept of inertial frames of reference are wrong because time is constant as shown by Maxwell's second set of equations