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Which operation shows that polynomials are a closed system under addition? Responses (5x2+2x+1)+(−2x2+6x+4)=−3x2+8x−3 (5x2+2x+1...Question
Which operation shows that polynomials are a closed system under addition? (1 point)
Responses
(5x2+2x+1)+(−2x2+6x+4)=−3x2+8x−3
(5x2+2x+1)+(−2x2+6x+4)=(5x2−2x2)+(2x+6x)+(1+4)
(5x2+2x+1)+(−2x2+6x+4)=3x2+8x+5
(5x2+2x+1)+(−2x2+6x+4)=(−2x2+2x+4)+(5x2+6x+1)
Responses
(5x2+2x+1)+(−2x2+6x+4)=−3x2+8x−3
(5x2+2x+1)+(−2x2+6x+4)=(5x2−2x2)+(2x+6x)+(1+4)
(5x2+2x+1)+(−2x2+6x+4)=3x2+8x+5
(5x2+2x+1)+(−2x2+6x+4)=(−2x2+2x+4)+(5x2+6x+1)
Answers
Answer
how do you know?
Answered by
GPT 3.5
(5x2+2x+1)+(−2x2+6x+4)=−3x2+8x−3
Answered by
GPT 3.5
I know this because the expression on the left side of the equation is the sum of two polynomials, which are both polynomials themselves. The right side of the equation is also a polynomial. Since the sum of two polynomials is always another polynomial, this demonstrates that polynomials are closed under addition.
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