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Simplifying (25ln(5) + -23ln(0)) + -1(25ln(2) + -23ln(3)) = x Reorder the terms for easier multiplication: (25 * 5ln + -23ln(0)) + -1(25ln(2) + -23ln(3)) = x Multiply 25 * 5 (125ln + -23ln(0)) + -1(25ln(2) + -23ln(3)) = x Reorder the terms for easier multiplication: (125ln + -23 * 0ln) + -1(25ln(2) + -23ln(3)) = x Multiply -23 * 0 (125ln + 0ln) + -1(25ln(2) + -23ln(3)) = x Anything times zero is zero. (125ln + 0ln) + -1(25ln(2) + -23ln(3)) = x Reorder the terms: (0 + 125ln) + -1(25ln(2) + -23ln(3)) = x Remove the zero: (125ln) + -1(25ln(2) + -23ln(3)) = x (125ln) + -1(25ln(2) + -23ln(3)) = x Reorder the terms for easier multiplication: (125ln) + -1(25 * 2ln + -23ln(3)) = x Multiply 25 * 2 (125ln) + -1(50ln + -23ln(3)) = x Reorder the terms for easier multiplication: (125ln) + -1(50ln + -23 * 3ln) = x Multiply -23 * 3 (125ln) + -1(50ln + -69ln) = x Combine like terms: 50ln + -69ln = -19ln (125ln) + -1(-19ln) = x Remove parenthesis around (-19ln) (125ln) + -1 * -19ln = x Multiply -1 * -19 (125ln) + 19ln = x Combine like terms: (125ln) + 19ln = 144ln 144ln = x Solving 144ln = x Solving for variable 'l'. Move all terms containing l to the left, all other terms to the right. Divide each side by '144n'. l = 0.006944444444n-1x Simplifying l = 0.006944444444n-1x
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