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Subtract: (11w³ + 15) – (-11w³)
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Subtract: (11w³ + 15) – (-11w³)

User Gambrinus
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1 Answer

1 vote

Final Answer:

The result of subtracting


(11�3+15)−(−11�3)(11w 3 +15)−(−11w 3 ) is 22�3+1522w 3 +15.

Step-by-step explanation:

To subtract the given expressions, we distribute the subtraction sign to each term inside the parentheses.


(11�3+15)−(−11�3)(11w 3 +15)−(−11w 3 ) becomes 11�3+15+11�311w 3 +15+11w 3 .Combine like terms by adding the coefficients of similar powers of �w, resulting in 22�3+1522w 3 +15.Therefore, the final answer is 22�3+1522w 3 +15. This expression represents the simplified result of subtracting the given polynomials, where 22�322w 3 is obtained by adding the positive and negative terms with the same power of �w, and 1515 is the constant term.

User Vafylec
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