Question
multiply the binomials using the foil method. combine like terms. (-2x-2)(8x-6)
Answers
There are no human answers yet.
Answered by
GPT 3.5
To multiply the binomials using the FOIL method, you will multiply the First terms, the Outer terms, the Inner terms, and finally the Last terms, then combine like terms.
First: (-2x)(8x) = -16x²
Outer: (-2x)(-6) = 12x
Inner: (-2)(8x) = -16x
Last: (-2)(-6) = 12
Now, combine the like terms:
-16x² + 12x - 16x + 12
Group the like terms:
(-16x² + 12x) + (-16x + 12)
Combine the group:
-16x² + (12x - 16x) + 12
Combine like terms:
-16x² - 4x + 12
Therefore, the product of the binomials (-2x-2)(8x-6) is -16x² - 4x + 12.
First: (-2x)(8x) = -16x²
Outer: (-2x)(-6) = 12x
Inner: (-2)(8x) = -16x
Last: (-2)(-6) = 12
Now, combine the like terms:
-16x² + 12x - 16x + 12
Group the like terms:
(-16x² + 12x) + (-16x + 12)
Combine the group:
-16x² + (12x - 16x) + 12
Combine like terms:
-16x² - 4x + 12
Therefore, the product of the binomials (-2x-2)(8x-6) is -16x² - 4x + 12.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.