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Simplifying (S + -1t)(2s + -3t) = 0 Multiply (S + -1t) * (2s + -3t) (S(2s + -3t) + -1t * (2s + -3t)) = 0 ((2s * S + -3t * S) + -1t * (2s + -3t)) = 0 ((2sS + -3tS) + -1t * (2s + -3t)) = 0 (2sS + -3tS + (2s * -1t + -3t * -1t)) = 0 (2sS + -3tS + (-2st + 3t2)) = 0 Reorder the terms: (2sS + -2st + -3tS + 3t2) = 0 (2sS + -2st + -3tS + 3t2) = 0 Solving 2sS + -2st + -3tS + 3t2 = 0 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '3tS' to each side of the equation. 2sS + -2st + -3tS + 3tS + 3t2 = 0 + 3tS Combine like terms: -3tS + 3tS = 0 2sS + -2st + 0 + 3t2 = 0 + 3tS 2sS + -2st + 3t2 = 0 + 3tS Remove the zero: 2sS + -2st + 3t2 = 3tS Add '-3t2' to each side of the equation. 2sS + -2st + 3t2 + -3t2 = 3tS + -3t2 Combine like terms: 3t2 + -3t2 = 0 2sS + -2st + 0 = 3tS + -3t2 2sS + -2st = 3tS + -3t2 Reorder the terms: 2sS + -2st + -3tS + 3t2 = 3tS + -3tS + -3t2 + 3t2 Combine like terms: 3tS + -3tS = 0 2sS + -2st + -3tS + 3t2 = 0 + -3t2 + 3t2 2sS + -2st + -3tS + 3t2 = -3t2 + 3t2 Combine like terms: -3t2 + 3t2 = 0 2sS + -2st + -3tS + 3t2 = 0 The solution to this equation could not be determined.
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