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Name Date Class LESSON73Factoring Polynomials Practice and Problem-Solving: Simplify each polynomial. Then factor it.2. 5 p 6 801. 12v 4 75 4. 4 × 6 32 × 3 y 3 + 64 y 63. 20u 6 20u 3v 3 + 5v 6 5.
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How to fill out simplify each polynomial

01
Start with the polynomial you want to simplify.
02
Identify like terms in the polynomial.
03
Combine the like terms by adding or subtracting their coefficients.
04
Write the simplified polynomial using the combined coefficients.
05
Repeat the process if there are still like terms that can be combined.

Who needs simplify each polynomial?

01
Anyone studying algebra or mathematics needs to know how to simplify polynomials. It is a fundamental skill in solving equations, graphing functions, and working with mathematical expressions.
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Simplifying a polynomial involves combining like terms and reducing the expression to its simplest form.
Anyone working with polynomials in math may be required to simplify them.
To simplify a polynomial, identify like terms and combine them by adding or subtracting coefficients.
The purpose of simplifying a polynomial is to make the expression easier to work with and understand.
The coefficients and variables of each term must be reported on during the simplification process.
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