Quantitative Techniques -II

Syllabus

P4" Quantitative Techniques – II

Unit II

Differential Calculus: Differentiation, Differentiation of a Product of Two Function, Differentiation of a Quotient of Two Functions, Differentiation of a Function of a Function, Differentiation of a Logarithmic and Exponential Function, Differentiation of Implicit Function, Maxima and Minima, Simple Problems. (Trigonometrical Function are Excluded),

Unit II

Integral Calculus: Fundamental Rules of Integration, Integration by Substitution, Integration by Parts. Integration by Decomposition into a Sum using Partial Fractions (Simple Problems), Simple Business Applications (Trigonometrical Functions are Excluded)

Unit III

Probability – Definition - Objective and Subjective, Addition and Multiplication Theorem of Probability, Conditional Probability, Baye's Theorem, Probability Distribution, Binominal, Poisson and Normal.

Unit IV

Sampling Distribution- Sampling Process, Sampling Techniques-Probability and Non[1]Probability Sampling, Sample Size Decision. Hypothesis: Null Hypothesis & Alternative Hypothesis; Type-I & Type-II Errors; Hypothesis Testing: Z-Test &T-Test. Simple Problems.