Write an equation for the translation of y=5/x that has the asymptotes x=6 and y=7.
y=5/(x-6)+7
y = 7 + 5/(x-6) would work
8 years later people still need this lol
Thanx quadi ma bro
It’s the same program for decades lmao
lol
To find the equation for the translation of the function y=5/x with asymptotes x=6 and y=7, we need to apply vertical and horizontal translations.
First, let's consider the asymptote y=7. This means that as x approaches infinity or negative infinity, the value of y will approach 7. To shift the graph vertically so that the new asymptote is y=7, we subtract 7 from the original function:
y = 5/x - 7
Next, let's consider the asymptote x=6. This means that as y approaches infinity or negative infinity, the value of x will approach 6. To shift the graph horizontally to have the new asymptote x=6, we replace x with (x - 6) in the equation:
y = 5/(x - 6) - 7
So, the equation for the translation of y=5/x with asymptotes x=6 and y=7 is y = 5/(x - 6) - 7.