B Pharmacy Unit 5 Remedial Mathematics In Pharmacy 1st Semester

B.Pharm Unit 5 – Remedial Mathematics in Pharmacy deals with Differential Equations and Laplace Transforms, which are essential mathematical tools for solving pharmacokinetic and chemical kinetics equations. These concepts help in understanding drug absorption, distribution, metabolism, and elimination processes.

Bachelor of Pharmacy
Semester		1st Semester		Subject		Remedial Mathematics
Syllabus
Unit 5th	 Differential Equations: Some basic definitions, Order and degree, Equations in separable form , Homogeneous equations, Linear Differential equations, Exact equations, Application in solving Pharmacokinetic equations  Laplace Transform: Introduction, Definition, Properties of Laplace transform, Laplace Transforms of elementary functions, Inverse Laplace transforms, Laplace transform of derivatives, Application to solve Linear differential equations, Application in solving Chemical kinetics and Pharmacokinetics equations

A differential equation is an equation containing derivatives of one or more dependent variables with respect to independent variables.

Order: Highest order of derivative present in the equation

Degree: Power of the highest order derivative (after simplification)

Laplace transform is a powerful integral transform used to convert differential equations into algebraic equations.

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