How to factor a perfect cube binomial

Example 1: Factor the difference between the cubes, 216 – 125. Use the difference of cubes rule to find the variables. In this case, The cube root of 216 is 6, and the cube root of

Factoring and Perfect Cubes

Factoring Perfect Cube: Formula and Examples Perfect Cube Formula. The perfect cube formula is simply expressed as some integer x to the power or exponent of 3; i.e. Factoring Perfect Cubes. There is a step-by-step

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How to Factor a Perfect Cube

Multiply the two factors together to get the factored form of the binomial: (x + 3) (x^2 - 3x + 9) in the example equation. Difference of Cubes Take the cube root of the two binomial terms. The cube root of A is the number that, when cubed, is equal to A; for example, the cube root of 27 is 3 because 3 cubed is 27. The cube root of x^3 is simply x.

Factoring Binomials

How to solve a perfect cube of binomials? Take the cube root of each term. The roots will form a binomial with subtraction. The binomial must be multiplied by a trinomial

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