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Simplifying letf(x) = -2x + 1f(-1x) Multiply eflt * x efltx = -2x + 1f(-1x) Remove parenthesis around (-1x) efltx = -2x + 1f * -1x Reorder the terms for easier multiplication: efltx = -2x + 1 * -1f * x Multiply 1 * -1 efltx = -2x + -1f * x Multiply f * x efltx = -2x + -1fx Reorder the terms: efltx = -1fx + -2x Solving efltx = -1fx + -2x Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Divide each side by 'fltx'. e = -1l-1t-1 + -2f-1l-1t-1 Simplifying e = -1l-1t-1 + -2f-1l-1t-1 Reorder the terms: e = -2f-1l-1t-1 + -1l-1t-1
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