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  • Basic concepts of analytic geometry: Straight lines, circle, curve sketching and graphical analysis.
  • Exponential, logarithmic and trigonometric functions and their graphs.
  • Pharmaceutical problems: Exponential Model: Growth and decay of Bacteria and decay of drug concentration, radioactive materials, healing of wounds and and age of fossils.
  • Derivatives and its basic rules and applications.  
  • Integration and applications: Solving ordinary differential equations and initial value problems.
  • Definite integrals and its applications.
  • Basics of statistics and analysis of data.