Find A and B so that the graph of $f ( x ) = \frac { 29 - A x } { B x + 15 }$ has y = 11 as a horizontal asymptote and x = 2 as a vertical asymptote.

Name: Find A and B so that the graph of $f ( x ) = \frac { 29 - A x } { B x + 15 }$ has y = 11 as a horizontal asymptote and x = 2 as a vertical asymptote.
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The Answer of Find A and B so that the graph of $f ( x ) = \frac { 29 - A x } { B x + 15 }$ has y = 11 as a horizontal asymptote and x = 2 as a vertical asymptote.

Find a and B So That the Graph Of f(x)=29−AxBx+15f ( x ) = \frac { 29 - A x } { B x + 15 }f(x)=Bx+1529−Ax​

Find a and B So That the Graph Of $f ( x ) = \frac { 29 - A x } { B x + 15 }$