Your Status: Logged out Log in

Emma's Dilemma  

Member rating: 10 out of 10 stars (1 vote) | Words: | Submitted: Wed Aug 13 2003

Page Preview
Preview
Previous 1 of 7 Next

On the left is an image preview of every page of this document, and below are the first 150 words with formatting removed:

Student name: Birkan Akin Maths Coursework 29/12/2001 Title of coursework: Emma's Dilemma Aim: To investigate and find a formula for the number of different arrangements of the letters in a name. This will include names that have two, three, four or five of the same letters in a name. In my investigation I am going to investigate the number of different arrangements of letters in a word different words. (Task 1) I will be investigating the number of different arrangements of the letters in EMMA's name. 1)EMMA 2)EMAM 3)EAMM 4)MEAM 5)MEMA 6)MAEM 7)MAME 8)MMEA 9)MMAE 10)AEMM 11)AMEM 12)AMME (Task 2/3) I will be investigating the number of different arrangements of the letters in LUCY's name, which has no letters the same. Also I will be investigating names I have chose. 1)LUCY 2)LUYC 3)LYCU 4)LYUC 5)LCYU 6)LCUY 7)ULCY 8)UCLY 9)UYLC 10)ULYC 11)UCYL 12)UYCL 13)YCUL 14)YUCL 15)YULC 16)YLCU 17)YLUC 18)YCLU 19)CYLU 20)CYUL 21)CUYL 22)CULY 23)CLUY 24)CLYU I will...

Get instant access



  • Instant, unlimited access to our documents in full
  • Swap your work for free access, or pay £4.99
  • To see the full version of this document and 150,159 others
Register Now