We say limit x goes to a, h of x is equal to l We say limit x goes to a, f of x is equal to l Here lim denotes the limit of the functions In the diagram, it is identified that when functions m= f(x), m = g(x), m = h(x) are moving towards x is equal to a, x = a the difference is very less and close and lying on the same point, the diagrammatical Squeeze Theorem representation somehow clears the point which we are trying to understand. What we are analyzing we analysed that m is equal to f of x, m = f(x), and m is equal to g of x, m = g(x), and m is equal to h of x, m = h(x) is meeting on the same point ‘a’ and these functions are very close and also the difference is very little as it is seen in the diagram. now if we draw a point and it is x is equal to a, x = a somewhere on the x-axis as here we draw a point in the centre of the x-axis. When we represent these three functions in the graph we saw this kind of a graph which is showing us that, we draw a graph x-axis and y-axis with origin as O, now from y-axis we have curved lines which are representing m is equal to f of x, m = f(x), m is equal to g of x, m = g(x), and m is equal to h of x, m = h(x).