What is the graph of #y=5/x#? Precalculus Graphing Rational Functions Transformations of the Reciprocal Function 1 Answer MeneerNask May 26, 2015 You will see #x=0# and #y=0# are the asymptotes graph{5/x [-14.24, 14.24, -7.12, 7.12]} Answer link Related questions What is the reciprocal function? What is the graph of the reciprocal function? What is a transformation? What are the asymptotes of #y=1/x^2#? What is the graph of #y=-3/(x+5)+7#? How do I find the asymptotes of #y=7/(3x-4)-1/9#? How do I find the asymptotes of #y=-1/x^2#? How do I find the asymptotes of #y=1/((x-1)(x-3))#? How do I find the graph of #y=2/(x-1)^2-3#? How do you use transformations to describe the relationship between the graph of f(x) = x and... See all questions in Transformations of the Reciprocal Function Impact of this question 2570 views around the world You can reuse this answer Creative Commons License