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Function f is one-to-one. find it's inverse and check your answer. I did that and got to 4y=2-x, then I don't know what to do next
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whats your original function ?
f(X)=4x+2
replace f(x) by y : \[y = 4x+2\]
Then switch the x and y
yes \[x = 4y+2\]
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then solve y !
thats it
Do I divide the four by the 4y, 2, and x?
\[x = 4y+2\] you need to isolate \(y\), first you subtract \(2\) both sides \[x-2 = 4y\]
then dividing 4 both sides isolates the y completely : \[\dfrac{x-2}{4} = y\]
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which is same as writing \[y = \dfrac{x-2}{4} \]
thats the inverse function ^
Thank you
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