what is the procedure for subtracting polynomials: multiply the second expression by 1 and subtract the two expressions. multiply the second expression by -1 and subtract the two expressions. multiply the second expression by -1 and add the two expressions together. multiply the second expression by 1 and add the two expressions together.

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20-12-2022
Mathematics

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what is the procedure for subtracting polynomials: multiply the second expression by 1 and subtract the two expressions. multiply the second expression by -1 and subtract the two expressions. multiply the second expression by -1 and add the two expressions together. multiply the second expression by 1 and add the two expressions together.

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abhinavjh321 abhinavjh321 · Answer 1 · 2022-12-25T11:36:06-05:00

multiply the second expression by 1 and subtract the two expressions. Add the two expressions together after multiplying the second expression by -1.

Subtracting polynomials involves two steps. First, multiply the second expression by 1 and subtract the two expressions. This will cancel out any common terms and leave the difference between the two. Second, multiply the second expression by -1 and add the two expressions together. This will also cancel out any common terms, but will also add any unique terms that were not present in the other expression. Adding the two expressions together leaves the difference between the two polynomials. By following these two steps, one can easily subtract polynomials.

This will also cancel out any common terms, but will also add any unique terms that were not present in the other expression. Adding the two expressions together will result in the difference between the two polynomials, which is the final answer. By following these two steps, one can easily subtract polynomials and arrive at the correct answer.

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