19 Behen Baley

Continuous Function A continuous function, as its name suggests, is a function whose graph is continuous without any breaks or jumps. i.e., if we are able to draw the curve (graph) of a function without even lifting the pencil, then we say that the function is continuous. Studying about the continuity of a function is really important in calculus as a function cannot be differentiable unless it is continuous. Let us study more about the continuity of a function by knowing the definition of a continuous function along with lot more examples. 1. What is Continuous Function? 2. Continuity in Calculus Examples 3. Properties of a Continuity 4. Theorems on Continuous Function 5. NOT Continuous Fun

Introduction: The change that is happening in the information industry over the years is astonishing. The convergence of information technology and information science has paved the way for introducing many new services with the help of contemporary technologies. It is estimated that in 2000 the volume of information on the public Web was 20 to 50 terabyte in 2003 the volume of information on the Web grew up to 167 terabytes at least triple the amount of information. The surface-web is about 167 terabyte as of summer 2003. Bright Planet estimates the deep-web to be 400 to 450 times larger, thus between 66,800 and 91,850 terabytes. Some estimate that the volume of information on the web is doubling every four months. Given the sheer size of the web and the rapidity with which new information gets added and existing information changes, finding relevant documents could sometimes be worse than searching a needle in a haystack. Technology, to some