Find the Polynomials Multiplication for Expressions (3x^2-11)(3x^2+11)
Here you can check the answer for Find the Polynomials Multiplication for Expressions (2x-5)(2x+5). Polynomial multiplication refers to the process of multiplying two or more polynomials together.
Ex: (x^2+2)(x+8) (or) (x^3+5)(x+6) (or) (x+2)(x+8)(x+6)
How to Find the Polynomials Multiplication for Expressions (3x^2-11)(3x^2+11)
Given expression is (3x^2-11)(3x^2+11)
(3x^2-11)(3x^2+11) = 3 x^2 (3 x^2 + 11) + (-11) (3 x^2 + 11)
=3 * 3 x^2 x^2+(-11) 3 x^2+3 * 11 x^2+(-11) 11
=9 x^4 - 121
FAQs on Product of Polynomials (3x^2-11)(3x^2+11)
1. Determine the product for polynomials (3x^2-11)(3x^2+11)?
9 x^4 - 121 is the Polynomial Product of (3x^2-11)(3x^2+11).
2. How to calculate multiplication of polynomials (3x^2-11)(3x^2+11) on a calculator?
Use Multiplying Polynomials Calculator and just enter the input polynomials (3x^2-11)(3x^2+11) in the input box of the calculator and in a fraction of seconds you will get the result ie, 9 x^4 - 121 along with detailed steps.
3. How to get the process Find the Polynomials Multiplication for Expressions (3x^2-11)(3x^2+11)?
Refer our page to get the process to find the multiplication of polynomials expressions (3x^2-11)(3x^2+11)