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Multiplying Binomialspwp
1. Multiplying Polynomials Multiply 2 ( 3 ) using the box method 3 2 Multiplying 3 times 2 using the box method shows that the answer is 6 For every term you have you create a box Then MULTIPLY each term to fill in the boxes +6 Your answer is the terms INSIDE the box
2. Multiplying Polynomials Multiply 3 times 2 using the Tile method 2 3 1 1 1 Multiplying 3 times 2 using the Tile Method the answer is 6 6 1 1 1 1 1 1 1 1 Represent every term with a tile from the key Key 1 Then multiply each term Combine the terms that are alike inside
3. Multiplying Polynomials Multiply 14 times 12 using the stack method or 3 rd grade method 14 x 12 8 2 4 1 + 8 6 1 1. Multiply the first bottom digit with the top digits 2. Multiply the second digit with the top digits 3. Add the digits vertically Using the stack method (14)(12) = 168
4. Multiplying Polynomials 2 ( 3) Using the distributing property First: Arrange your terms and draw your multiplication arrows 2 ( 3) Second: Multiply the terms = 6 Last: Combine any like terms (if possible) Using the distributing property the answer is 6
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8. Multiplying Polynomials 2 ( x + 2) = Using distributing property First: Arrange your terms and draw your multiplication arrows 2 ( x + 2) Second: Multiply the terms 2x + 4 Last: Combine any like terms (if possible) Using the distributing property the answer is 2x + 4
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12. Multiplying Polynomials x ( x + 5) = Using distributing property First: Arrange your terms and draw your multiplication arrows x ( x + 5) Second: Multiply the terms x 2 + 5x Last: Combine any like terms (if possible) Using the distributing property the answer is x + 5x 2
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15. Multiplying Polynomials ( x +2 ) ( x + 3 ) Using the stack method Rearrange the terms in stacks x + 2 x + 3 x Then multiply the terms First: one bottom by the two tops. +6 +3x Second: The other bottom by the two tops +2x + X 2 Then combine the same terms +6 +5x + X 2 Using the stack method your answer is X + 5x + 6 2
16. Multiplying Polynomials (x + 2) ( x + 3) = Using distributing property or FOIL First: Arrange your terms and draw your multiplication arrows (x + 2 ) ( x + 3) Second: Multiply the terms in FOIL Form: First Outers, Inners Last x 2 +6 + 2x + 3x Last: Combine any like terms (if possible) x 2 +5x +6 Using the distributing property or FOIL the answer is x + 5x +6 2
