will fan and medal! find the function rule. x -2 -1 0 1 2 y 94 -1 -6 -11
we are searching for a function like this: \[y = ax + b\] where \(a,b\) are the coefficient to be established, and \(x,y\) are the unknowns
okay
let's consider the first pair, namely \(x=-2,y=9\) substituting those values I get: \(-2a+b=9\) am I right?
I think so
please try to substitute \(x=-1,y=4\) into my equation \(y=ax+b\), what do you get?
|dw:1444926545502:dw|
I don't know
we get this equation: please look at my hint: \(4=-a+b\)
will b = -6?
I got \(b=-1\)
we have to solve this algebraic system: \[\left\{ \begin{gathered} - a + b = 4 \hfill \\ - 2a + b = 9 \hfill \\ \end{gathered} \right.\]
I don't get this
when I replaced x with -2 and y with 9 I got this equation: \[ - 2a + b = 9\] when I replaced x with -1 and y with 4 I got this equation: \[ - a + b = 4\] so, in order to compute the values of \(a,b\) we have to solve this system: \[\left\{ \begin{gathered} - a + b = 4 \hfill \\ - 2a + b = 9 \hfill \\ \end{gathered} \right.\]
I know its against the rules but this is a timed test can I please get a direct answer
no, I'm sorry, I can not give the direct answer, since it is against the Code of Conduct
ugh
poop
please solve the subsequent equation, with respect to \(b\): \[ - a + b = 4\] what do you get?
I don't know but I swear if I can just get a direct answer I will fan and medal you, you will get the reward you deserve
What is "x -2 -1 0 1 2 y 94 -1 -6 -11" even supposed to be?
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