if my answer is this: x-7/-4 why does my professor want me to write it like this: -1/4x+74!!!!!
That doesn't look right... post more info. Those two expressions aren't even remotely equivalent.
it is: For each of the following functions, write an equation for the inverse function y = f ^−1(x) . f (x) = −4x + 7
First change it to y = −4x + 7 then rearrange for x=...
y-7=-4x/-4 = y-7/-4=x = x-7/-4=y
that doesn't equal -1/4x+7/4 ?
(y-7)/-4=x ^^^Make sure you use brackets. And it does, you originally wrote 74, not 74. \[\large \frac{ x-7 }{ -4 } = \frac{ x }{ -4 } - \frac{ 7 }{ -4 }\]
*not 7/4
with the negative 4 into the seven fip the minus sign to a plus then you have positive 7/4?
Yep and x/-4 is the same as (-1/4)x
she just wants it written like that because it looks better then?
=)
That's the slope-intercept form. And looks neater.
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