Polynomials - Algebra

To find the degree of a polynomial, simply find the highest exponent in the expression. As one is the highest exponent above (remember any variable with no visible exponent is being raised to the first power), it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. At a glance, it appears that two is the highest exponent, however, because the whole polynomial is being squared, the highest exponent (and the exponent of all variables above) is actually four.

To find the degree of a polynomial, simply find the highest exponent in the expression. As one is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As four is the highest exponent above (after you simplify--distribution inside the parentheses will cause the highest power to be two, then the whole thing is squared, giving you four), it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As eight is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As seven is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As three is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As five is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As two is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply locate the largest exponent.

In this case, the largest exponent is .

Therefore, the degree of the polynomial is .

Find the degree of polynomial g(x)

The degree of a polynomial is the value of the highest exponent in the polynomial.

The highest power any of our terms is being raised to is 9. Notice that it has nothing todo with the numbers in front of the x's, but rather the number they are being raised to.

So, our answer is 9.

Find the degree of the following polynomial:

To find the degree of a polynomial, we simply need to look at its highest exponent.

The degree will be equal to the highest exponent, which in this case, is 7

So, the correct answer is 7

Find the degree of the following polynomial:

Finding the degree of a polynomial is simple, if you know what you are looking for. To find the degree of a polynomial, simply choose the highest exponent in the expression.

In this case, 89 is the largest exponent, making our degree, 89.

To find the degree of a polynomial, simply find the highest exponent in the expression. As five is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As eight is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As nine is the highest exponent above, it is also the degree of the polynomial.

To find the degree of a polynomial, simply find the highest exponent in the expression. As one is the highest exponent above (remember that no exponent means that the variable is being raised to one), it is also the degree of the polynomial.

We know that is equivalent to or .

By this property, there is no way to get from .

Therefore the correct answer is .

To find the degree of a polynomial, you simply locate the variable with the largest exponent, and that exponent is the degree. So, in the polynomial

we see that the largest exponent is . So the degree of this polynomial is .

The largest exponent on the correct answer and only the correct answer is 3.