Wendelin Van Draanen /ËwÉndÉlÉªn vÃ¦n ËdrÉËnÉn/[1] (born January 6, 1965) is an American writer of children's and young-adult fiction.
The degree of a polynomial is a very straightforward concept that is really not hard to understand. Definition: The degree is the term with the greatest exponent. Recall that for y 2, y is the base and 2 is the exponent. Example #1 : 4x 2 + 6x + 5. This polynomial has three terms.
P(x) = - 3x15 + 17x12 + 12x7 - 4x - 13. This is the required standard form. Since the polynomial is in the standard form, the degree is the highest power of the variable in the left most term. Therefore degree of the polynomial = 15 Example 2: -. Convert the polynomial to standard form and find its degree.P(x) = 13x 10 - 23x 18 + 72x 6 - 4x 3 - 19.Solution: -.(x) = 17x 12 - 3x 15 + 12x 7 - 4x - 13. Solution: -. Given polynomial is P(x) = 17x 12 - 3x 15 + 12x 7 - 4x - 13. To convert this into standard form, we have to arrange this in the decreasing order of the powers of the variables.