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Determine whether each statement “makes sense” or “does not make sense” and explain your reasoning.When a factorization requires two factoring techniques, I...

Question

Determine whether each statement “makes sense” or “does not make sense” and explain your reasoning.When a factorization requires two factoring techniques, I'm less likely to make errors if I show one technique at a time rather than combining the two factorizations into one step.

Determine whether each statement “makes sense” or “does not make sense” and explain your reasoning. When a factorization requires two factoring techniques, I'm less likely to make errors if I show one technique at a time rather than combining the two factorizations into one step.



Answers

Determine whether each statement “makes sense” or “does not make sense” and explain your reasoning. When a factorization requires two factoring techniques, I'm less likely to make errors if I show one technique at a time rather than combining the two factorizations into one step.

When you have four terms and you want to do three grouping method, The order you group them in doesn't matter as long as you can pull a greatest common factor out from each group. I the order from which you do it doesn't change the final result. So this makes sense in your process of the grouping method. You may be comparing with classmates in noticing that you didn't do the problem exactly the same way, but you came to the same result.

This absolutely makes sense. As you've seen from the very beginning of factoring the thing you should be looking out for and handling first is greatest common factor because it can make further factoring easier because you're doing with smaller numbers.

Given statement makes sense because

Straightening doesn't mak sense because of that, the remainder term Onley gives the remainder. When Upali normal is that divided by and linear Do I do? If the remainder is zero, then does not give a factor off the doing it. So our Ansari's does not Mac sense, so that is a finance.


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