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Simplify each expressions

 

(5+9z^3-3z^4)-(7z^4+4)-(6z^3+8z^2)

math algebra
 Aug 16, 2014

Best Answer 

 #2
avatar+118677 
+8

For the last 2 expansions there is an invisable -1 between the minus sign and the bracket. 

 

So when you expand the bracket all the minuses become Plus and the pluses  become minuses.

 

ex.    -(x+3-y)=-1(x+3-y) = -x-3+y

 Aug 17, 2014
 #1
avatar+129852 
+8

(5+9z^3-3z^4)-(7z^4+4)-(6z^3+8z^2)    simplify, fitst

5 + 9z^3 -3z^4 - 7z^4 - 4 -6z^3 - 8z^2   collect like terms

 -3z^4 -7z^4 + 9z^3 - 6z^3  -8z^2 + 5 - 4   simplify again

-10z^4 + 3z^3 -8z^2 +1

 

 Aug 16, 2014
 #2
avatar+118677 
+8
Best Answer

For the last 2 expansions there is an invisable -1 between the minus sign and the bracket. 

 

So when you expand the bracket all the minuses become Plus and the pluses  become minuses.

 

ex.    -(x+3-y)=-1(x+3-y) = -x-3+y

Melody Aug 17, 2014

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