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simplify (x^-3x-3)+(2x^+7x-2)
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Dont let the parenthesis confuse you, they are meaningless in this statement, (because there is no negative to distribute)
-3
i got x^+2x^
@Werds96 can you try to post it using equation form?
3x^2+4x-5, now figure out what i did :)
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well i just need to know how to simplify
your combining like terms here, the parenthesis are there to show order of operations, but because there is a + sign you can get rid of them. (if there was a negative sign then you would have to distribute the negative, switching all the signs within the parenthesis on the right, dont ever forget to distribute a negative!)
what does mean ^?
thx
\[(x^2-3x-3)+(2x^2+7x-2) =x^2+2x^2+7x-3x-2-3=3x^2+4x-5\]
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