UNIVERSITY Courses in Doha

Course Details

This course will cover Personality Assessment and Psychometric Analysis of personality measurement which will help students to develop a questionnaire measuring personality, personality and employee performance, personality and academic performance.

Topics Covered

Below topics will be covered :-
Personality Assessment

• Types of personality
• How to assess the personality of individuals including prospective employees
• Psychometric Analysis of personality measurement,
• Types of personality measurement
• Determining reliability and validity of personality measures
• The role of measurement in Personality
• Personality Development
• Theories of personality
• How to develop a questionnaire measuring personality
• Personality and Employee performance
• Personality and academic performance

Who can Join

Psychology student: undergraduate and postgraduate.

Course Details

The course name is Learning UNIVERSITY CALCULUS Made Easy.

Topics Covered

This is a list of calculus topics.

Contents

• Limits
• Differential calculus
• Integral calculus
• Special functions and numbers
• Numerical integration
• Lists and tables
• Multivariable
• Series
• History
• Nonstandard calculus

Limits

• Limit (mathematics)
• Limit of a function
  • One-sided limit
• Limit of a sequence
• Indeterminate form
• Orders of approximation
• (ε, δ)-definition of limit

Differential calculus

• Derivative
• Notation
  • Newton's notation for differentiation
  • Leibniz's notation for differentiation
• Simplest rules
  • Derivative of a constant
  • Sum rule in differentiation
  • Constant factor rule in differentiation
  • Linearity of differentiation
  • Power rule
• Chain rule
• local linearization
• Product rule
• Quotient rule
• Inverse functions and differentiation
• Implicit differentiation
• Stationary point
  • Maxima and minima
  • First derivative test
  • Second derivative test
  • Extreme value theorem
• Differential equation
• Differential operator
• Newton's method
• Taylor's theorem
• L'Hôpital's rule
• General Leibniz rule
• Mean value theorem
• Logarithmic derivative
• Differential (calculus)
• Related rates
• Regiomontanus' angle maximization problem

• Rolle's theorem

Integral calculus

• Antiderivative/Indefinite integral
• Simplest rules
  • Sum rule in integration
  • Constant factor rule in integration
  • Linearity of integration
• Arbitrary constant of integration
• Fundamental theorem of calculus
• Integration by parts
• Inverse chain rule method
• Integration by substitution
  • Tangent half-angle substitution
• Differentiation under the integral sign
• Trigonometric substitution
• Partial fractions in integration
  • Quadratic integral
• Proof that 22/7 exceeds π
• Trapezium rule
• Integral of the secant function
• Integral of secant cubed
• Arclength
• Shell integration

Special functions and numbers

• Natural logarithm
• e (mathematical constant)
• Exponential function
• Hyperbolic angle
• Hyperbolic function
• Stirling's approximation
• Bernoulli numbers

Numerical integration

• Rectangle method
• Trapezium rule
• Simpson's rule
• Newton–Cotes formulas
• Gaussian quadrature

Multivariable

• Partial derivative
• Disk integration
• Gabriel's horn
• Jacobian matrix
• Hessian matrix
• Curvature
• Green's theorem
• Divergence theorem
• Stokes' theorem

Series

• Infinite series
• Maclaurin series, Taylor series
• Fourier series
• Euler–Maclaurin formula

Who can Join

University Students , University Teachers

Course Details

This course is about Business Subjects.

Topics Covered

Finance Marketing Management Marketing research International finance Investment International marketing

Who can Join

University students