When you want to apply a small tweak to the document, it must not take long to Limit equation affidavit. This kind of basic activity does not have to demand extra education or running through manuals to understand it. Using the right document modifying resource, you will not take more time than is needed for such a swift change. Use DocHub to simplify your modifying process regardless if you are an experienced user or if it is your first time making use of an online editor service. This instrument will require minutes or so to learn to Limit equation affidavit. The only thing required to get more productive with editing is actually a DocHub profile.
A simple document editor like DocHub will help you optimize the time you need to devote to document modifying irrespective of your prior knowledge about this kind of resources. Make an account now and increase your efficiency immediately with DocHub!
lets try this problem what is the limit as x approaches zero of the function five x divided by x squared plus two x now we cant use direct substitution here because if we plug in zero were gonna have zero divided by zero which is indeterminate so were not going to do that instead we can evaluate this limit analytically by factoring theres nothing to factor on the top that is on the numerator of the fraction so were not going to change it but in the denominator we can take out the gcf the greatest common factor so if we take out an x x squared divided by x is x and 2x divided by x is positive two now notice that we can cancel an x variable and so well be left with the limit as x approaches 0 of 5 divided by x plus 2. now we can use direct substitution once you replace x with 0 theres no need to rewrite this limit expression now some teachers are picky about this so you have to rewrite it until you replace x with this number so the final answer is 5 divided by 2 thats the limit
