Raju's Resource Hub
DEFINITE INTEGRALS (Excercise Problems)
DEFINITE INTEGRALS (Excercise Problems) Read More »
N-Unit – IV – INTEGRAL CALCULUS – II
DEFINITE INTEGRALS
Definition of Definite Integrals: Example 1: Example 2: Example 4: Example 5: Example 6: Example 7: Example 8: Example 9: Example 10: Example 11: Example 12: Example 13: du = cos x dx Example 14: Adding ( 1 ) & ( 2 )
DEFINITE INTEGRALS Read More »
BERNOULLI’S FORMULA
If u and v are functions x, then Bernoulli’s form of integration by parts formula is Where u΄, u΄΄,u΄΄΄….. are successive differentiation of the function u and v, v1, v2, v3, …………. the successive integration of the function dv. Note: The function ‘u’ is differentiated up to constant. Example 1: Example 2: Example 3: Example
BERNOULLI’S FORMULA Read More »
4.1 INTEGRATION BY PARTS
Introduction: When the integrand is a product of two functions and the method of decomposition or substitution can not be applied, then the method of by parts is used. Integraiton by parts formula: The above formula is used by taking proper choice of ‘u’ and ‘dv’. ‘u’ should be chosen based on thefollowing order of
4.1 INTEGRATION BY PARTS Read More »
You must be logged in to post a comment.