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Fill in the blanks to add (subtract) the polynomials.$$\left(6 x^{2}+2 x+3\right)+\left(4 x^{2}-7 x+1\right)$$$$\begin{aligned}&=\left(6 x^{2}+\quad\right)+(\quad-7 x)+(3+\quad)\\&=\quad-5 x+\end{aligned}$$
$m^{2}-12 m+36$
Algebra
Chapter 5
Exponents and Polynomials
Section 5
Adding and Subtracting Polynomials
Polynomials
Missouri State University
Campbell University
McMaster University
Idaho State University
Lectures
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In mathematics, the absolu…
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Fill in the blanks to add …
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we're being asked to fill in the blanks to solve this. Adding addition of Paulina meals problem. So remember when we're adding polynomial. Lt's we're going to use the community of an associate of properties to regroup and reorder our terms so that way are like terms will be together. So let's look at the first term. We have six X where well, it's light term would be four x squared. So if you know this in the second line, they have six x squared plus bank. Well, because for X Square, this is like term that blank should be filled in with four acts square. Now our next term is to ex, while it's like term is negative. Seven x So if you look at the second set of prophecies in the second line, we have blank minus seven. Next. Well, negative seven exes like term is positive to X so that blank will be filled in with to wax. Well, our next terms are three, and it's late term would be positive one. So if you look at the last set of prophecies, we have three plus blank Well, because one is, it's late term. We're going to fill in the blank with one now for our last last line. They simply want us combined like terms. So let's look at the first set of prophecies. We have six X squared plus four X squared well, six plus fours. 10. So we'll be left with 10 x squared. You know this The middle term is negative. Five x because two x minus seven X is negative. Five x To get the last blank, we simply need to combine three plus one, which is equal to four, so we'll fill in the last blank with four.
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