add polynomials (2a^4b^2+7a^2b^3)+(a^2b^3-2a^4-b^2)
k that is what I did
mine are all gone
To add polynomials, you need to add "like terms" together. Like terms are terms that have exactly the same variable part. That means the variables (letters) and their powers have to be exactly the same. For example, 4x^5y and -6x^5y are like terms. 5x^2y and 7xy^2 are not like terms
First step, drop parenteses: 2a^4b^2 + 7a^2b^3 + a^2b^3 - 2a^4-b^2
\[(2a ^{4}b ^{2}+7a ^{2}b ^{3})+(a ^{2}b ^{3}-2a ^{4}b ^{2})\]
Next step, move like terms together: 2a^4b^2 - 2a^4-b^2 + 7a^2b^3 + a^2b^3 Next step combine like terms by adding number parts and writing down the variable parts: 8a^2b^3
the 2a^4b^2 - 2a^4b^2 terms cancel each other. It's the same as 2 - 2 = 0
The answer is only 8a^2b^3
Please fix the original question. I think you have an extra minus sign just before the last b^2
that is what I came up with also, thanks so much for helping me I am going to post a new one know hold on please
ok, I'll look for it.
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