solve for y x=y/(y-1)
ok i cant just give you the answer so ask a question or something
i can
can you assist me in walking through it?
well let me see
there are two ways
I get (y-1)x=y and i dont know what to do after that
this might help you http://mathway.com/answer.aspx?p=calg?p=xSMB01ySMB10(y-1)?p=1?p=?p=?p=?p=?p=0?p=?p=0?p=?p=?p=SolveSMB15theSMB15EquationSMB15forSMB15y
check it out
multiply them xy-x = y
did it help?
its telling me to create an account
xy-y = x y(x-1) = x y= x/x-1
reaally i thought if you just go in the link it will tell you something else let me see
y=x/x-1
thats what the page was supposed to say
so the starting equation was y=x/(x-1) and the inverse is the same?
looks like it
but the graph would look different.
right?
another way : x=y/y-1 ... flip them 1/x=(y-1)/y 1/x=y/y - 1/y ..... spread them 1/x = 1- 1/y 1/y=1-1/x 1/y = (x-1)/x then y = x/x-1
about the graph ... i think so
like the point (3,1.5) should be (1.5,3)
thats why im so confused. I am getting the same equation that is supposed to be a different graph
wait a minute
this is one equation that we are talking about
sorry. i wasnt detailed in the original question. i needed to find the inverse of y=x/(x-1)
i just posted where i was getting stuck
did you get the inverse?
I cant figure it out. i was searching online and found one source that said it had no solution. I have no idea what it is
hmmm i think there is an inverse
thats what i was thinking as well. I am sure there is one. but its confusing
can you not just switch the y (s) for x ?
well i need to solve for y
then it becomes a circle
well this is quite the confusing problem then.
hmmm
try to sketch the two graphs
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