Study with Abrar

Lec-23: Neighborhood (definition +example) | Topology

Lec-10: Prove that 6 log(16G)=19 | most important proof | Statistics

Lec-3: Non-Homogeneous Difference Equation of Type-2 | Numerical analysis-ll

Lec-13: Prove that E(X+Y) =E(X)+E(Y) & E(XY) = E(X).E(Y)

Lec-7: Joint Probability Distribution | Marginal distribution | Conditional distribution

Lec-6: Continuous Random Variable | Statistics | with examples

Lec-8: Joint Probability Distribution, Correlation coefficient, Marginal distribution | Statistics

Lec-7: Non-Homogeneous Difference Equation of Type-6 | Numerical analysis-ll

Lec-1: Difference Equation | Order, degree | Homogeneous & Non-Homogeneous D.E

Chi-square distribution | Mean 'v' & Variance '2v' of Chi-square distribution | simple way to find..

Lec-5: Non-Homogeneous Difference Equation of Type-4 | Numerical analysis-ll

Lec-9: Continuous Random Variable of Joint Probability Distribution | Statistics

Lec-9 : Question :calculate circulation u=x+y & v=x^2-y | Fluid Mechanics

Lec-9: Type-2 Difference Equation | how to multiply k^n with trial function

Chi-square distribution to normal distribution when 'n approaches to ∞'

Lec-12: Prove that E(a)=a, E(ax)=aE(x) & E(ax+b)=aE(x)+b | Important proves

Lec-11: Four moments about mean | Normality and Symmetry | Statistics | Msc Math

Lec-14: Prove that Var(X+Y) =Var(X) +Var(Y)

Lec-6: Non-Homogeneous Difference Equation of Type-5 | Numerical analysis-ll

Lec-5: Probability distribution | Question 7.3(b) | Statistics | Msc Math

Lec-10: Kelvin's Theorem for Circulationa | Fluid Mechanics |Msc Math

Lec-11: Theorem:Show that acyclic irrational motion is impossible in a finite volume of fluid..

Lec-4: Type-3 Non-Homogeneous Difference Equation | Numerical analysis-ll

Lec-8: Type-7 Non-Homogeneous Difference Equation | Numerical analysis-ll

Lec-2: Non-Homogeneous Difference Equation of Type-1 | Numerical analysis-ll