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find inverse h(x)=x+2/x-2 , x not equal to 2 @hartnn
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let y = (x+2)/(x-2) our aim is to isolate 'x' start by multiplying x-2 on both sides
ok
after that
y(x-2)=x+2
distribute 'y' on left
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how..
\(\large ☻(☺+♥) = ☻☺+☻♥ \\ \text {this is distributing}\)
\[y=\frac{ x+2 }{ x-2 }\]\[y->x , x->y\]\[x=\frac{ y+2 }{ y-2 }\]\[xy-2x=y+2\]\[y(x-1)=2x+2\]\[y=\frac{ 2(x+1) }{ x-1 }\]
cody, please don't give away the steps, let eric try it on his own.
y(x-2)=x+2 could you now distribute the 'y' ?
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Alrite, understood Thank you
Thanks @hartnn for pointing out the key word...
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