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Simplifying 148 = 2(6w + 6h + he) Reorder the terms: 148 = 2(eh + 6h + 6w) 148 = (eh * 2 + 6h * 2 + 6w * 2) 148 = (2eh + 12h + 12w) Solving 148 = 2eh + 12h + 12w Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Add '-2eh' to each side of the equation. 148 + -2eh = 2eh + 12h + -2eh + 12w Reorder the terms: 148 + -2eh = 2eh + -2eh + 12h + 12w Combine like terms: 2eh + -2eh = 0 148 + -2eh = 0 + 12h + 12w 148 + -2eh = 12h + 12w Add '-148' to each side of the equation. 148 + -148 + -2eh = 12h + -148 + 12w Combine like terms: 148 + -148 = 0 0 + -2eh = 12h + -148 + 12w -2eh = 12h + -148 + 12w Reorder the terms: -2eh = -148 + 12h + 12w Divide each side by '-2h'. e = 74h-1 + -6 + -6h-1w Simplifying e = 74h-1 + -6 + -6h-1w Reorder the terms: e = -6 + 74h-1 + -6h-1w
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