How to Learn Critical Point Problems

In the previous post we have discussed about  How to Define Inflection Point and In today's session we are going to discuss about Critical Point Problems, A critical point is a most important concept of calculus in mathematics. According to mathematical definition, a critical point can be define as a variable for any function with real variable where function has their derivative equal to zero or  function is non-differentiable. If any real value of a function exists in a critical point situation then that value consider as a critical value of function. The concept of critical point can be represented by using the graph of function f(). Here the graph should not be admit as tangent or graph’s tangent should be a line in horizontal or vertical form.

The concept of critical point can be defined as an expression if any function f (s) is in the critical point f' (s) = 0 and the value of the co domain of ‘f’ for which the derivative of the function is zero are known as the critical value that means value of ‘x’ on which differentiation of the function is not possible is known as the critical value.
We can define it by a simple example as if there is a function f (s) = s² then function gives the zero when s = 0 that means when s = 0 then differentiation of the function is not possible, so s = 0 define as the critical point of the function f (s).
It is also define as the points on the graph that is defined on the basis of the given function for which the value of the derivative is equal to zero or the derivation of the function is not possible. It is define by a simple graph plotted on the basis of defined function in which critical point is defined as when tangent is drawn on the critical point either it does not exist on the curve or the tangent line does not cross it.
Differentiation Strategy can be define as set of rules and concept to perform the differentiation on the function. indian science engineering eligibility test books is a syllabus that contains the detail description with topics of general ability subject which helps in the student to make their preparation in a better way.