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Classify each of the following statements as either true or false.To simplify the product of two binomials, we often need to combine like terms....

Question

Classify each of the following statements as either true or false.To simplify the product of two binomials, we often need to combine like terms.

Classify each of the following statements as either true or false. To simplify the product of two binomials, we often need to combine like terms.



Answers

Classify each of the following statements as either true or false. To simplify the product of two binomials, we often need to combine like terms.

So fish. So for this question, real cancer. So over the statements were leaving the cup when the leaving all visions of a polynomial, is next. We generally factories is a common factor within exit. However, this is true or false. Well, this statement is in fact true because when we take out a common factor with negative coefficient, it means that the subsequent factory ization it's a lot easier. Therefore, the thanks you get it wrong. So statement is, in fact, true missing demonstrated with Let's Say, we hard minus, um, four X eyes floor free acts, one of us to So let's change talking for next, um, face. Yeah, so we can usually take on minus two, which then means that we are dealing with two X squared, um, month for Rex plus Wong eso. And now we can if we were to try and fact arise that the threat inside the brothel dealing with the positive contracting, which is a lot easier to factory with a native quadratic. So the statement is in fact, true

Um So what were quiet on Sirius on all part numbers for four terms can be factored by group Ignatz. Some of this is true or false. Well, save you hard t huge plus peace bread wolf. Stay close. 11. This can't be factored by grouping because the only terms which a common factor on the P a huge piece for in the day 11 shares were contacted. Therefore, ignoring defected into pay outside of peace. Push, Stay close. Wong, this have you plus for 11 on the outside can be grouped into two brackets which in then we subsequently factories. Therefore, the statement is false.

So when we're factoring a polynomial, we're turning this equation X squared plus Q x plus PX plus p Q into X plus que Times x Plus Pete, and the reason that the first thing we want to do is find common factors is because these factors can be Q and P. So our final answer is true for this problem.

And everyone in this wasn't your little whether you any shipment is you are so certainly is that distribute you lost spirits that our done in mid spoon off autonomous displays does not That is a so it emits upon impervious to know what you can see, take any your number. Why indoor so blessed. So this is the reputation. This is something people don't sleepless with high fives in five years. We're different now. If you take order of model citizen, then that is five in tow Less. I've been totally now this unethical player than fighting going stand fighting between is being Mrs outside of Bordeaux or the fire. It means this order that not tender little demonstrate mailliez? No, thank you.


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