TUTTEE ACADEMY LOGO
broken image
  • Home
  • About Us
  • Subjects 
    • CHEMISTRY
    • BIOLOGY
    • PHYSICS
    • MATHEMATICS
    • PSYCHOLOGY
    • ECONOMICS
    • BUSINESS
    • COMPUTER SCIENCE
    • CHINESE
    • ENGLISH
    • SPANISH
    • IBDP IA / EE
    • ONLINE TUTORIAL
  • Exam Boards 
    • IBDP
    • IBMYP
    • IGCSE & GCSE
    • GCE A-LEVELS
    • HKDSE
  • Courses 
    • IBDP Tuition
    • GCE A-Level Tuition
    • IBMYP Tuition
    • I/GCSE Tuition
    • HKDSE Tuition
  • Admission Test Prep 
    • PREDICTED GRADE
    • SAT / SSAT
    • BMAT
    • UKCAT / UCAT
    • LNAT
    • TMUA (Cambridge)
    • UKISET (UK)
  • Student Results 
    • IBDP STUDENT RESULTS
    • IGCSE & GCSE MATHEMATICS
    • A-LEVEL STUDENT RESULTS
    • IGCSE STUDENT RESULTS
    • GCSE STUDENT RESULTS (UK)
    • HKDSE STUDENT RESULTS
    • OUR STORIES
  • Question Bank
  • Resources
SCHEDULE A LESSON NOW

A-Level Mathematics Question Analysis - Mathematics - Central Tendency

A-Level Mathematics Question Analysis

· A-Level Maths,mathematics,central tendency

A-Level Mathematics Question Analysis Topic: Mathematics - Central Tendency

Exam Question:

Two cards are drawn simultaneously (without replacement) from a well-shuffled pack of 52 cards. Find the mean and variance of the number of red cards.

Answer:

For A-Level Mathematics, you should know:

As two red cards must be drawn from the 52 cards without replacement, the corresponding probability is:

p = 26 / 52 x 25 / 51 = 25 / 102
and q = 1 - 25 / 102 = 77 / 102

As n = 2,

Mean = np = 2 x 25 / 102 = 50 / 102 = 0.49

Therefore variance = npq = 2 x 25 / 102 x 77 / 102 = 0.37.

Work hard for your A-Level Mathematics examination!

End of analysis. Great!

broken image

 

CLICK HERE TO LEARN MORE ABOUT OUR A-LEVEL MATHEMATICS COURSES!

SIGN UP FOR AN A-LEVEL MATHEMATICS TUTORIAL NOW WITH OUR EXPERT TUTORS!

 

訂閱
上一篇
A-Level Chemistry Question Analysis - Chemistry - Short...
下一篇
A-Level Biology Question Analysis - Biology - Short...
 返回網站
取消