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Answer :
Final answer:
The solution to the algebraic expression 6(2s + 4s - 4) - 4s is 32s - 24, obtained by combining like terms after applying the distributive property.
Explanation:
The question involves solving the algebraic expression 6(2s + 4s - 4) - 4s. To solve it, we apply the distributive property first. So, 6(2s + 4s - 4) becomes 6 * 2s + 6 * 4s - 6 * 4 which simplifies to 12s + 24s - 24. The expression then becomes 12s + 24s - 24 - 4s. Combine like terms to get 32s - 24, which is the solution to the expression.
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