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Amal Kumar sharing with you questions on limits at infinity now in the series youll find three four questions where we have taken different degrees of numerator and denominator and we have generalized the rules here we need to find limit as X approaches minus infinity for X to the power of 4 divided by X cube plus X square plus 1 now what you notice here is that degree of numerator is higher right so numerator degree which is 4 in this case is higher than the denominator degree right in rational functions whenever that is the case you normally degree in this case is three right the highest power of the polynomial in that case we expect that limit as X approaches whether it is approaches positive or negative infinity for the rational function has as positive a negative infinity as the case may be but you can say does not exist because going infinitely large right could be positive or negative depending on the scenario perfect so that is what is a general rule and here well see how ri