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Use the function rule to complete the table. -10x+y=4 X: -2, -1, 0 ,1, 2 Y: __, __, __, __,__
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Solve for y in -10x+y = 4.
I dont know how to do it, im confused
i'll try my best
\[-10x+y=4\] if \(x=-2\) you get \[-10\times -2+y=4\\ 20+y=4\\ y=-16\]
see you are getting help
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i am?
if \(x=-1\) you have \[-10\times -1+y=4\\10+y=4\\ y=-6\]
etc
\(\large -10{\color{red}{ x}}+y=4\qquad \qquad \begin{array}{ccllll} x\qquad &y\\ \hline\\ -2&-10({\color{red}{ -2}})+y=4\\ -1&-10({\color{red}{ -1}})+y=4\\ 0&-10({\color{red}{ 0}})+y=4\\ 1&-10({\color{red}{ 1}})+y=4\\ 2&-10({\color{red}{ 2}})+y=4 \end{array}\)
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