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Simplifying Ln(x * e + -0.765) = 6 Multiply x * e nL(ex + -0.765) = 6 Reorder the terms: nL(-0.765 + ex) = 6 (-0.765 * nL + ex * nL) = 6 Reorder the terms: (enxL + -0.765nL) = 6 (enxL + -0.765nL) = 6 Solving enxL + -0.765nL = 6 Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Add '0.765nL' to each side of the equation. enxL + -0.765nL + 0.765nL = 6 + 0.765nL Combine like terms: -0.765nL + 0.765nL = 0.000 enxL + 0.000 = 6 + 0.765nL enxL = 6 + 0.765nL Divide each side by 'nxL'. e = 6n-1x-1L-1 + 0.765x-1 Simplifying e = 6n-1x-1L-1 + 0.765x-1
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