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Simplifying 323 = l(w + 2) * w Reorder the terms: 323 = l(2 + w) * w Reorder the terms for easier multiplication: 323 = l * w(2 + w) Multiply l * w 323 = lw(2 + w) 323 = (2 * lw + w * lw) 323 = (2lw + lw2) Solving 323 = 2lw + lw2 Solving for variable 'l'. Move all terms containing l to the left, all other terms to the right. Add '-2lw' to each side of the equation. 323 + -2lw = 2lw + -2lw + lw2 Combine like terms: 2lw + -2lw = 0 323 + -2lw = 0 + lw2 323 + -2lw = lw2 Add '-1lw2' to each side of the equation. 323 + -2lw + -1lw2 = lw2 + -1lw2 Combine like terms: lw2 + -1lw2 = 0 323 + -2lw + -1lw2 = 0 Add '-323' to each side of the equation. 323 + -2lw + -323 + -1lw2 = 0 + -323 Reorder the terms: 323 + -323 + -2lw + -1lw2 = 0 + -323 Combine like terms: 323 + -323 = 0 0 + -2lw + -1lw2 = 0 + -323 -2lw + -1lw2 = 0 + -323 Combine like terms: 0 + -323 = -323 -2lw + -1lw2 = -323 Reorder the terms: 323 + -2lw + -1lw2 = -323 + 323 Combine like terms: -323 + 323 = 0 323 + -2lw + -1lw2 = 0 The solution to this equation could not be determined.
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