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- x^3y^5/3

………………………………………

- x^3y^5/3 ………………………………………-example-1

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you're absolutely correct, it's a polynomial, well, it has only one term, recall that each term is separated by either "-" or "+", so we only have one term here, that makes it a monomial. Now, about the degree, for the degree of a polynomial, we look at each term, and add its variable's exponents, let's do that in this one.


-\cfrac{x^3y^5}{3}\implies -\cfrac{1}{3}x^3 y^5\impliedby degree~of~^(3+5),~na mely~\text{\LARGE 8}

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User Amitgoyal
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