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Use the distributive property to simplify the expression. -6(1^2+3)-2(1^2-2)
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HI!!
i am going to guess that there is a typo there very rarely do you see \(1^2\)
\[-6(1^2+3)-2(1^2-2)\]is a number no need for the distributive law could it be \[-6(x^2+3)-2(x^2-2)\]or something like that?
yeah it was like that but it wouldn't let me put it like that
with the \(x\)?
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it doesn't say
it just say t^2
can you post a screen shot or an attachment?
ooh it is a \(t\) ok
\[-6(t^2+3)-2(t^2-2)\] right?
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-6(t^2+3)-2(t^2-2)
ok multiply each term in the first parentheses by \(-6\) what do you get?
idk
I think I calculated it wrong
\[-6(t^2+3)=-6\times t^2+-6\times 3\] is a start
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