U24MA304 – PCF – UNIT V (TWO MARKS)
Ordinary differential equations (ODEs) are mathematical equations involving a function and its derivatives with respect to a single independent variable.
II YEAR / III SEMESTER / MATHS
Ordinary differential equations (ODEs) are mathematical equations involving a function and its derivatives with respect to a single independent variable.
Cauchy’s Integral Theorem states that if a function f(z) is analytic (i.e., differentiable) within and on a simple closed contour C
An analytic function is a function that is differentiable at every point within an open set in the complex plane,
A two-dimensional random variable, also known as a bivariate random variable, is a pair of random variables defined on the same
In probability, a random variable is a numerical value that is assigned to the outcome of a random event or experiment.