n = xR / (E - xr)
I'm struggling to make x the subject, if any could show me how in a few steps it would be much appreciated, thanks.
I'm struggling to make x the subject, if any could show me how in a few steps it would be much appreciated, thanks.
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n = xR / (E - xr) ______________ multiply both sides with E - xr
n(E - xr) = xR ________________ distribute
nE - xr = xR _________________ add xr to both sides
nE = xR + xr _________________ put x in fron of ( ) as common factor
nE = x(R + r)_________________ divide both sides with R + r
nE / (R + r) = x or
x = nE / (R + r) <<<<< solution
ℳ-τ
n(E - xr) = xR ________________ distribute
nE - xr = xR _________________ add xr to both sides
nE = xR + xr _________________ put x in fron of ( ) as common factor
nE = x(R + r)_________________ divide both sides with R + r
nE / (R + r) = x or
x = nE / (R + r) <<<<< solution
ℳ-τ