Maths  Reciprocals
posted by TP .
I'm having some troubles. I can't think of an example to this question.
Give an exmaple of a quadratic whose reciprocal has no vertical asymptotes
I think it's 1/x^2. The question says vertical asymptotes so I'm assuming they mean there will only be one. But I don't think I'm right.

Consider the quadratic function
f(x) = x^2 + 5
the reciprocal function would be g(x) = 1/(x^2 + 5)
there is no real number which would make the denominator zero, the condition for vertical asymptotes.
So there is your example, there would be countless of others 
Thank you.

vdfw gzvnyqbwt wchm bkanvy vywnbzr fvwkphe glwctak