AAMATH

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UG Mathematics (Honours/General) for all beloved 💚 students, who are still inspiring to learn the subject. - AA (A lifelong learner). 💐“Success is the sum of...

Latest Videos

PRACTICAL NOTEBOOK NUMERICAL SEM-6 (CCF) MATH HONS

L-4 Switching & Logic Circuits

L-3 DNF & CNF BOOLEAN ALGEBRA

L-2 BASIC THEOREMS ON BOOLEAN ALGEBRA

L-1 FIXED-POINT & FLOATING POINT REPRESENTATION NUMERICAL ANALYSIS

L-1 BOOLEAN ALGEBRA Definition & Examples

2024 Units -4 & 5 Numerical Methods

2024 Units-2 & 3 Numerical Methods Semester-6

2025 Business Math. & Statistics DSCC-10 Hons. B.Com. Sem-5 (CCF)

2023 Ring Theory and Linear Algebra

2024 MN-1 SEM-3 Calculus, Geometry & Vector

2024 DSCC-1 SEM-1 CALCULUS, GEOMETRY & VECTOR

L-3 ROCKET PROBLEM

L-2 ROCKET PROBLEM

L-1 ROCKET PROBLEMS

2024 MCQ on Group Theory-II & Linear Algebra-II CBCS Semester-V Math Hons CU

Is the Die Biased Chi-Square Test (60 Throws)

Type-I, Type-II error, and the Power of the Test Calculation

Testing a Die for Bias or Not ( 9000 Throws 3 or 4 Faces - 3220 )

Straight Line fitting to the Bivariate Data

Sampling Distribution of the mean of Poisson population

Maximum Likelihood Estimates of Parameters from an Exponential Population

95% Confidence Interval of Population Mean ( Sample size 150, S.D. 15, Sample mean 40)

Unbiased Estimation for a Normal Population Variance

Application of Central Limit Theorem to Poisson Distribution The Limit is 12 for Large n)

Comparing Exact Probability with Tchebycheff’s Inequality Limit An Example

Conditional Density Functions for Bivariate Probability Distributions

Means and Correlation Coefficient from Two Regression Lines

Independence, Conditional Expectation, Marginal PDFs of a Bivariate Exponential Distribution

Recurrence Relation for Central Moments of a Poisson Distribution Proof