 Hello and how are you all doing today? My name is Priyanka and I shall be helping you with the following question. It says if the function fx satisfies limit x approaches to 1, fx minus 2 divided by x square minus 1 is equal to pi. Evaluate limit x approaches to 1 of the function. Now before proceeding on with the solution, we should be well versed that limit of a function when x approaches to a is equal to f of a. Right, this is the key idea for the question. Now, let us proceed on with the solution. We know that as x approaches to 1, the function is f of x minus 2 divided by x square minus 1 approaches to pi. But we also know that x square minus 1 when approached to 0 only if as x approaches to 1. Therefore, the function that is fx minus 2 divided by x square minus 1 is equal to 0 divided by 0 for x approaches to 1. And if fx minus 2 approaches to 0, then we have limit x approaches to a f of x minus 2 equal to 0. That further concludes that limit x approaches to a value of fx is equal to 2. Right, so 2 is the required answer of the section. That is, we have found out the value of, hope you enjoyed, have a nice day.