 Hi and welcome to our session. Let us discuss the following question. The question says evaluate limit x approaches 0 e to the power x plus e to the power minus x minus 2 divided by x squared. And with the solution in this question we have to evaluate limit x approaches 0 e to the power x plus e to the power minus x minus 2 divided by x squared. Now this is equal to limit x approaches 0 e to the power x plus 1 by e to the power x minus 2 divided by x squared. This is equal to limit x approaches 0 e to the power 2 x plus 1 minus 2 e to the power x by e to the power x into x squared. This is equal to limit x to 0. Now e to the power 2 x minus 2 into e to the power x plus 1 can be written as e to the power x minus 1 whole square divided by e to the power x into x squared. Now this is equal to limit x approaches 0 e to the power x minus 1 divided by x whole square into limit x approaches 0 1 by e to the power x. We know that limit x approaches 0 e to the power x minus 1 divided by x is equal to 1. So by using this result this is equal to 1 into 1 by e to the power x is 1 by e to the power 0 is 1. So this is equal to 1. Hence I require the answer this way and take care.