(1/12x^4+8/9x^3+5/8x^2+6)+(-7/12x^4+3/8x^2-6).... add
is this add? as in "combine like terms'?
\[\frac{1}{12}x^4-\frac{7}{12}x^4=\frac{-6}{12}x^4=-\frac{1}{2}x^4\]
\[\frac{8}{9}x^3\] has not match so we leave it be
add
\[\frac{5}{8}x^2+\frac{3}{8}x^2=\frac{8}{8}x^2=x^2\]
apparently it wants the like terms in descending order
\[6-6=0\]
didn't know that until I tried to input my answer
ok i just listed them for you. you just need to put it together
\[-\frac{1}{2}x^4+\frac{8}{9}x^3+x^2\] i think that is all
i don't get the descending order though :?
btw it was king sighta, not king sighter
descending order is how i put it. highest to lowest power
i know that much but these things confuse me
i only have one more shot to answer this one or it's going to give me a new problem
by the way thanks for the youtube link
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