- #1
MrBillyShears
Gold Member
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In the Galilean formula u=u'+v, the velocities are bold so we know they're vectors, so for instance if u'=(a,b), and v=(c,d), we say that u=(a+c,b+d). But, in SR u=(u'+v)/(1+vu'/c2), none of the velocities are shown in bold, at least not not the way I saw it written. So, if we used the same two dimensional hypothetical vectors as up top, in SR terms, how would you find the added velocity u? Would it be (a+c,b+d)/(1+(ac+bd)/c2), or would you have to break it up into the individual x,y,z components and solve it for each one dimension component.