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Simplifying (3x + w)(8x + w) = n Reorder the terms: (w + 3x)(8x + w) = n Reorder the terms: (w + 3x)(w + 8x) = n Multiply (w + 3x) * (w + 8x) (w(w + 8x) + 3x * (w + 8x)) = n ((w * w + 8x * w) + 3x * (w + 8x)) = n Reorder the terms: ((8wx + w2) + 3x * (w + 8x)) = n ((8wx + w2) + 3x * (w + 8x)) = n (8wx + w2 + (w * 3x + 8x * 3x)) = n (8wx + w2 + (3wx + 24x2)) = n Reorder the terms: (8wx + 3wx + w2 + 24x2) = n Combine like terms: 8wx + 3wx = 11wx (11wx + w2 + 24x2) = n Solving 11wx + w2 + 24x2 = n Solving for variable 'w'. Reorder the terms: -1n + 11wx + w2 + 24x2 = n + -1n Combine like terms: n + -1n = 0 -1n + 11wx + w2 + 24x2 = 0 The solution to this equation could not be determined.
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