SOLUTION: what is the simplified polynomial in descending order of 2m8-7m6+8m9-6m7?

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Question 255513: what is the simplified polynomial in descending order of 2m8-7m6+8m9-6m7?

Answer by Edwin McCravy(20056) About Me  (Show Source):
You can put this solution on YOUR website!
what is the simplified polynomial in descending order of 2m8-7m6+8m9-6m7?

2m%5E8-7m%5E6%2B8m%5E9-6m%5E7

Get it in descending order by writing the term with the
largest exponent first, which is %22%22%2B8m%5E9

Next write the term which has the next largest exponent,
which is 2m%5E8 but put a %22%22%2B%22%22 sign before it.

Next write the term which has the next largest exponent,
which is -6m%5E7. 

Finally write the term with the smallest exponent last,
which is -7m%5E6

So in descending order you have:

%22%22%2B8m%5E9%2B2m%5E8-6m%5E7-7m%5E6

You can leave the %22%2B%22 off the front:

8m%5E9%2B2m%5E8-6m%5E7-7m%5E6

That may be as far as your teacher wanted you to go,
but maybe your teacher wants you to factor out the 
GCF of m%5E6

and get

m%5E6%288m%5E3%2B2m%5E2-6m-7%29

Ask your teacher which way to leave it.

Edwin