C=(b+rm)(1+t)whatism

Solution for C=(b+rm)(1+t)whatism equation:

Simplifying
C = (b + rm)(1 + t) * whatism

Reorder the terms for easier multiplication:
C = ahimstw(b + mr)(1 + t)

Multiply (b + mr) * (1 + t)
C = ahimstw(b(1 + t) + mr(1 + t))
C = ahimstw((1 * b + t * b) + mr(1 + t))
C = ahimstw((1b + bt) + mr(1 + t))
C = ahimstw(1b + bt + (1 * mr + t * mr))
C = ahimstw(1b + bt + (1mr + mrt))
C = ahimstw(1b + bt + 1mr + mrt)
C = (1b * ahimstw + bt * ahimstw + 1mr * ahimstw + mrt * ahimstw)
C = (1abhimstw + abhimst2w + 1ahim2rstw + ahim2rst2w)

Solving
C = 1abhimstw + abhimst2w + 1ahim2rstw + ahim2rst2w

Solving for variable 'C'.

Move all terms containing C to the left, all other terms to the right.

Simplifying
C = 1abhimstw + abhimst2w + 1ahim2rstw + ahim2rst2w