On the Probability of Real Roots in a Quadratic Equation with Coefficients as i.i.d U(-θ,θ) Variates

Abstract

How to cite this paper: Subhomoy Haldar, Soubhik Chakraborty. (2021) On the Probability of Real Roots in a Quadratic Equation with Coefficients as i.i.d (-θ,θ) Variates.

A Statistical Study on the Slope of a Line for Data Related to Height-Weight and COVID Infections-Recoveries

“…In summary this paper should tell its reader the fact that when x and y intercepts of any straight line has its values derived from uniform discrete probability distribution then there is a chance that there will be repeated values of m and c for different values of k [3]. One of the major goals was to establish a relation between the changing parameter and M & C and having achieved this, we close this paper [7].…”