Dr Abdul Mannan

MnS | 8 Aug | Part 1 | Queuing Networks | Queue | Server | M/M/1 /M/M/m queue | Poisson Process
MnS | 8 Aug | Part 1 | Queuing Networks | Queue | Server | M/M/1 /M/M/m queue | Poisson Process
MnS | 8 Aug | Part 2 | Python Code | M/M/m queue | M/M/1 queue
MnS | 8 Aug | Part 2 | Python Code | M/M/m queue | M/M/1 queue
OBE Seminar | 19 Jul 2021 | CLOs | PLOs | PEOs | Bloom's Taxonomy | Setting Question Paper
OBE Seminar | 19 Jul 2021 | CLOs | PLOs | PEOs | Bloom's Taxonomy | Setting Question Paper
ISL | END Exam Discussion | Islamic Studies
ISL | END Exam Discussion | Islamic Studies
NA-39 | Euler's Method | Numerical Solution Ordinary Differential Equation | Runge Kutta's method |
NA-39 | Euler's Method | Numerical Solution Ordinary Differential Equation | Runge Kutta's method |
NA-38 | Runge Kutta's Method | Ordinary Differential Equations | ODEs | Numerical Techniques
NA-38 | Runge Kutta's Method | Ordinary Differential Equations | ODEs | Numerical Techniques
OBE | Course Files | Lab Manuals | OBE | NTC | PEC
OBE | Course Files | Lab Manuals | OBE | NTC | PEC
98 Electrical, Project Exhibition
98 Electrical, Project Exhibition
NA-37 | Runge Kutta Method | Numerical Solution of Differential Equations | First order ODEs
NA-37 | Runge Kutta Method | Numerical Solution of Differential Equations | First order ODEs
NA-36 | Numerical Solution of Ordinary Differential Equations | Taylor Series Method
NA-36 | Numerical Solution of Ordinary Differential Equations | Taylor Series Method
NA-35 | Ordinary Differential Equations | Taylor Series Method | Numerical methods
NA-35 | Ordinary Differential Equations | Taylor Series Method | Numerical methods
NA-34 | Gauss Quadrature | Limits are not -1 to +1 | Numerical Integration | Numerical Methods
NA-34 | Gauss Quadrature | Limits are not -1 to +1 | Numerical Integration | Numerical Methods
NA-33 | Gaussian Quadrature Rule | Numerical Integration | Worked Example
NA-33 | Gaussian Quadrature Rule | Numerical Integration | Worked Example
CVT-22 | Inverse Laplace Transform | Partial Fraction | Complex Variables & Transforms
CVT-22 | Inverse Laplace Transform | Partial Fraction | Complex Variables & Transforms
NA-32 | Gaussian Quadrature Rule | Numerical Integration
NA-32 | Gaussian Quadrature Rule | Numerical Integration
CVT-21 | Inverse Laplace Transform | Partial Fraction | Complex Variables & Transforms
CVT-21 | Inverse Laplace Transform | Partial Fraction | Complex Variables & Transforms
CVT-20 | Convolution Theorem | Laplace Transform | Convolution Property | Properties of Laplace Tran
CVT-20 | Convolution Theorem | Laplace Transform | Convolution Property | Properties of Laplace Tran
NA-31 | Weddle's Rule | Numerical Integration | Numerical Methods | Examples | Microsoft Excel
NA-31 | Weddle's Rule | Numerical Integration | Numerical Methods | Examples | Microsoft Excel
ISL-10 | Prophet Muhammad's Life in Makkah | Islamic Studies
ISL-10 | Prophet Muhammad's Life in Makkah | Islamic Studies
NA-30 | Simpson's Rule | Microsoft Excel | Examples | Numerical Integration | Numerical Methods
NA-30 | Simpson's Rule | Microsoft Excel | Examples | Numerical Integration | Numerical Methods
NA-29 | Simpson's Rule | Simpson's 1/3 Rule | Simpson's 3/8 Rule | Numerical Integration | Example
NA-29 | Simpson's Rule | Simpson's 1/3 Rule | Simpson's 3/8 Rule | Numerical Integration | Example
NA-28 | Simpson's Rules | Simpson's 1/3 Rule | Simpsons's 3/8 Rule | Numerical Integration |
NA-28 | Simpson's Rules | Simpson's 1/3 Rule | Simpsons's 3/8 Rule | Numerical Integration |
CVT-19 | Laplace Transform of Integrals | Complex variables and transforms
CVT-19 | Laplace Transform of Integrals | Complex variables and transforms
NA-27 | Numerical Integration | Trapezoidal Rule | Numerical Techniques | Numerical Methods
NA-27 | Numerical Integration | Trapezoidal Rule | Numerical Techniques | Numerical Methods
NA-26 | Numerical Integration | Trapezoidal Rule | Numerical Methods | Numerical Techniques
NA-26 | Numerical Integration | Trapezoidal Rule | Numerical Methods | Numerical Techniques
CVT-18 | Laplace transform of derivative of f(t) | Integration by parts | Product Rule
CVT-18 | Laplace transform of derivative of f(t) | Integration by parts | Product Rule
NA-25 | Newton's Backward Differentiation Method | Numerical Analysis | Numerical Differentiation
NA-25 | Newton's Backward Differentiation Method | Numerical Analysis | Numerical Differentiation
CVT-17 | Derivative in s domain | Complex variables and transforms | Laplace Transforms
CVT-17 | Derivative in s domain | Complex variables and transforms | Laplace Transforms
ISL-9 | Life of Muhammad PBUH before prophethood |
ISL-9 | Life of Muhammad PBUH before prophethood |
CVT-16 | s shifting | Laplace Transform
CVT-16 | s shifting | Laplace Transform