Question

find the degree of 2-y^2-y^3+2y^8 step by step explain​

Answer 1

Answer:

Degree of the polynomial is the highest power in the equation and Highest in equation 2-y²+2-y³+2y⁸ is 8 so, it is the degree of the polynomial.

Answer 2

Answer:

Question: 2 - y² - y³ + $2y^{8}$

The degree of a polynomial is the highest or the greatest power of a variable in a polynomial equation. In simpler words:

Look at every term in the polynomial, and find the number of exponents. Here there are 3.

2,3 and 8 are the exponents.

Which is larger, 2,3, or 8? Clearly, 8.

So this means, 8 is the degree of the polynomial.

Caution: In some cases, the terms may appear as x²y³. In such a case, the degree is not 3, but 5. Why?

Because here xy is one term. x and y are not seperate, so the power of xy is 3+2, which is 5.

Extra: The degree of a constant polynomial (normal numbers like 3, 5, 118) is 0

Hope it Helps,

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