Multiplying polynomial power point
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The document provides a 4-step guide to multiplying a binomial and a trinomial. It involves setting up a multiplication box, ordering the terms from highest to lowest exponent, combining like terms, and writing the final simplified expression. Specifically, it works through multiplying (26x^3 + 24x + 3) and (31x + 2), resulting in the final expression of 806x^3 + 796x^2 + 141x + 6.
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Multiplying polynomial power point
- 1. Guide to Multiplying a Binomial and a Trinomial (26x 3 +24x+3)(31x+2)
- 2. Step 1: First you have to make your box. 26x 2 +24x +3 31x +2 806x 3 744x 2 93x 52x 2 48x 6
- 3. Step 2: Then you have to put them in order from biggest to smallest. 806x 3 +744x 2 +52x 2 +93x+48x+6
- 4. Step 3: Now that you put them in order you now have to see which one look alike from the variable and there is another one that is by the letter. 744x 2 + 52x 2 = 796x 2 93x+48x= 141x
- 5. Step 4: Now you have to put them together by the new one’s that you got in put them where the other one’s where. Then you will get your answer. 806x 3 +796x 2 +141x+6