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Mean and Variance of Poisson Distribution | VTU BCS301 Module 1

Discrete Probability Distribution | Find k, P(X=1 or 2), P(X=1,2,3) | VTU BCS301 Module 1

Mean and Variance of Binomial Distribution | Step-by-Step Solution | VTU BCS301

Continuous Probability Distribution | Find k, P(1 to 2), P(X up to 2), P(X above 1) |

Exponential Distribution Problem | VTU BCS301 Module 1 | Model Question Paper Q1(c) Solution

Poisson Distribution Problem | Taxi Drivers Accident Example | VTU BCS301 June/July 2024 Solution

Exponential Distribution | Shower Duration Problem with Mean = 5 Minutes (Solved Example)

Exponential Probability Distribution | Telephone Call Length Mean 5

Probability Distributions | Exponential Probability Distribution

Probability Distributions | Exponential Distribution | Solved Problem

Continuous Random Variable | Probability Density Function (PDF) | Find k & Mean | Solved Problem

Continuous Random Variable | PDF | Find k & Probabilities | Solved Problem

Continuous Random Variable | Probability Density Function | Find k, Probabilities & Variance |Solved

Continuous Random Variable| Probability Density Function (PDF)| Find c & Probability| Solved Problem

Poisson Distribution Example | Injection Reaction Out of 2000 People

Poisson Distribution Problem | Poisson Probability Distributions | Important Problem

Poisson Distribution Problem | Poisson Probability Distributions | Important Problem

VTU Advanced Mathematics-II |Module 3–Higher Order Differential Equations |Solve (D²+5D+6)y = sin(x)

VTU Advanced Mathematics-II | Solve (D² + 3D + 2)y = sin 2x | Higher Order DE | MATDIP401/41

VTU Advanced Mathematics-II | Solve d²y/dx² − 4y = cos x | Higher Order DE | MATDIP401/41

VTU Advanced Mathematics-II | Solve d³y/dx³ − 3d²y/dx² + 4dy/dx − 2y = eˣ | MATDIP401/41

VTU Advanced Mathematics-II | Solve d²y/dx² + 4dy/dx − 12y = e⁻²ˣ | MATDIP401/41

VTU Advanced Mathematics – I | Integral Calculus | Gamma Function – Find Γ(6) | MATDIP301/31

VTU Advanced Mathematics – I | Integral Calculus | Reduction Formula for ∫ sinⁿx dx | MATDIP301/31

VTU Advanced Mathematics – I | Integral Calculus | ∫₀^(π/2) sin⁴x dx | MATDIP301/31

VTU Advanced Mathematics – I |Integral Calculus |Triple Integral Problem (∭ dx dy dz) | MATDIP301/31

VTU Advanced Mathematics – I |Integral Calculus |Double Integral Problem (∬ x·y² dx dy)|MATDIP301/31

VTU Advanced Mathematics – I |Integral Calculus | Double Integral Problem(∬ x·y dx dy) |MATDIP301/31

VTU Advanced Mathematics – I |Integral Calculus | Double Integral Problem (∬ xy dy dx)| MATDIP301/31