Goal: Factor cubic polynomials and solve cubic equations Special Product Patterns Sum of Two Cubes Example 3 + 3 = (
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Factoring by grouping is commonly used when there are more than three terms in the polynomial It is possible to group more than once in any given problem
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Worksheet by Kuta Software LLC Kuta Software - Infinite Algebra 2 Name___________________________________ Period____ Date________________ Factoring By
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Factoring by Grouping Factor each completely 1) 5mn + 25m + 3n 3 + 15n 2 2) 4au + 24av ? 5bu ? 30bv 3) 15xw + 18xk + 25yw + 30yk 4) 7xy + 28x
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3 mar 2016 · A cubic polynomial is of the form In other words, I can always factor my cubic polynomial into the product of Factoring by Grouping
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D Difference of two cubes: (Grouping may also be used ) 4) If factoring a polynomial with four terms, possible choices are below
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Factoring trinomials: a 2t ? 4t Factoring out a GCF, then trinomial: Sometimes if you have a polynomial with no common factor in EVERY term,
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Essential Question How can you factor a polynomial completely? Factoring Polynomials by Grouping terrarium should be 4608 cubic inches
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Then factor the polynomial Greatest Common Factor Difference of Perfect Squares Trinomials (no GCF) Polynomial Factored Form
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Algebra 2 Name ID: 1 Date Period Cubic and Quartic Factoring Practice Factor each completely 1) x3 + 8 1 1 2) x2 + 27 3) 125x2 + 64 4) 8a + 27
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