so t_2= \frac{x}{c} \cdot (1- \epsilon )^{-1} = \frac{x}{c} \cdot (1)
or, because that completely gets rid of \epsilon :-
t_2= \frac{x}{c} \cdot (1- \epsilon )^{-1} = \frac{x}{c} \cdot (1+ \epsilon )
That after finding \Delta t gave me and answer of -1.55 \cdot 10^{-12} s
only...
\Delta t = \frac{(1- \epsilon )x-x}{c (1- \epsilon) }
after putting t_1 = \frac{x}{c} and t_2 = \frac{x}{c(1- \epsilon )} , then to find \Delta t = t_1 - t_2
but I can't seem to get it , did I do this correctly?
Relativity question, photon and proton...
Homework Statement
Proton of gamma factor 10^12 and a photon set off from one side of our galaxy to the other take the distance to be 9.3x10^20m.
What is the time interval that the photon precedes the proton?Homework Equations
\gamma =...
Okay so I got (using kirchhoffs lecturer says we have to use kirchhoffs laws)
outer loop :-
24-3I-7I2=0
left hand loop :-
24+ε-3I-2I1=0
right hand loop:-
-ε+2I1-7I2=0
i went on to solve and didnt get a consisted answer...
Homework Statement
What must the emf ε in the figure be in order for the current through the 7Ω resistor to be 1.79A ? Each emf source has negligible internal resistance.
Homework Equations
V=IR
Kirchoffs junc and loop rules
The Attempt at a Solution
I put that the outer...
Homework Statement
A rocket Propelled Trolly begins at rest time t = 0s, and then accelerates along a straight track such that the speed at time t is
v(t)=bt^{2}
where b is a constant, during the period 0<t<t2. at time t_{2}, the rocket fuel is exhausted and the trolley continues with...