Question

determine if
lim as x approaches 0 (x^6+8x^2)/(4x^7+9x^11) exists and if it does find its value.
Would it be positive or negative infinity?

Answer 1

what do you get when you replace \(x\) bu \(0\)?

Answer 2

\[\frac{x^6+8x^2}{4x^7+9x^11}=\frac{x^4+8}{4x^5+9x^9}\] \]

Answer 3

limit does not exist because numerator does not go to zero, whilst the denominator does