Brand Waali Quality, Bazaar Waali Deal!
Impact@Snapdeal
Help Center
Sell On Snapdeal
Download App
Cart
Sign In

Sorry! This item has been discontinued.

Compare Products
Clear All
Let's Compare!

Cie : Statistics 2 : Advanced Level Mathematics

This product has been discontinued

Featured

Highlights

  • Steve Dobbs, Jane Miller
  • Language: English
  • Author: Steve Dobbs
  • Publisher: Cambridge University Press
  • Publishing Date:2007
  • ISBN13: 9780521696395
  • ISBN10: 0521696399
  • Pages: 184
  • Edition : 01
  • Binding: Paperback
  • Category: School Books
  • SUPC: 1363811

Description

Description: This book is part of a series of textbooks created for the new University of Cambridge International Examinations (CIE) AS and A Level Mathematics syllabus.

The authors have worked with CIE to assure that the content matches the syllabus and is pitched at a suitable level. Each book corresponds to one syllabus unit, except that units P2 and P3 are contained in a single page.

The chapters are arranged to provide a viable teaching course. Each chapter starts with a list of learning objectives. Mathematical concepts and explained clearly and carefully. Key results appear in boxes for easy reference. Stimulating examples take a step-by-step approach to problem solving. There are plenty of exercises, as well as revision exercises and practice exam papers – all written by experienced examiners.

Statistics 2 corresponds to unit S2. It covers the Poisson distribution, linear combinations of random variables, continuous random variables, sampling and estimation, and hypothesis tests.
Table of Contents
Introduction
1 The Poisson distribution
2 Linear combinations of random variables
3 Continuous random variables
4 Sampling
5 Estimation
6 Hypothesis testing: continuous variables
7 Hypothesis testing: discrete variables
8 Errors in hypothesis testing
Revision exercise
Practice examinations
Normal distribution funcion table
Answers
Index
formulae

Terms & Conditions

The images represent actual product though color of the image and product may slightly differ.