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m →Time |
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& = \frac{\ln{(\frac{v_{warp}}{k})}}{j} - \frac{\ln{(\frac{s}{k})}}{j}\\ | & = \frac{\ln{(\frac{v_{warp}}{k})}}{j} - \frac{\ln{(\frac{s}{k})}}{j}\\ | ||
& = \frac{\ln{(\frac{v_{warp}}{k})} - \ln{(\frac{s}{k})}}{j}\\ | & = \frac{\ln{(\frac{v_{warp}}{k})} - \ln{(\frac{s}{k})}}{j}\\ | ||
& = \frac{\ln{v_{warp}} - \ln{k} - ln{s} + ln{k}}{j}\\ | & = \frac{\ln{v_{warp}} - \ln{k} - \ln{s} + \ln{k}}{j}\\ | ||
& = \frac{\ln{v_{warp}} - \ln{s}}{j}\\ | & = \frac{\ln{v_{warp}} - \ln{s}}{j}\\ | ||
& = \frac{\ln{(\frac{v_{warp}}{s})}}{j} | & = \frac{\ln{(\frac{v_{warp}}{s})}}{j} | ||