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Simplifying (f + d) * h = (v + d) * n Reorder the terms: (d + f) * h = (v + d) * n Reorder the terms for easier multiplication: h(d + f) = (v + d) * n (d * h + f * h) = (v + d) * n (dh + fh) = (v + d) * n Reorder the terms: dh + fh = (d + v) * n Reorder the terms for easier multiplication: dh + fh = n(d + v) dh + fh = (d * n + v * n) dh + fh = (dn + nv) Solving dh + fh = dn + nv Solving for variable 'd'. Move all terms containing d to the left, all other terms to the right. Add '-1dn' to each side of the equation. dh + -1dn + fh = dn + -1dn + nv Combine like terms: dn + -1dn = 0 dh + -1dn + fh = 0 + nv dh + -1dn + fh = nv Add '-1fh' to each side of the equation. dh + -1dn + fh + -1fh = -1fh + nv Combine like terms: fh + -1fh = 0 dh + -1dn + 0 = -1fh + nv dh + -1dn = -1fh + nv Reorder the terms: dh + -1dn + fh + -1nv = -1fh + fh + nv + -1nv Combine like terms: -1fh + fh = 0 dh + -1dn + fh + -1nv = 0 + nv + -1nv dh + -1dn + fh + -1nv = nv + -1nv Combine like terms: nv + -1nv = 0 dh + -1dn + fh + -1nv = 0 The solution to this equation could not be determined.
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