Emma's Dilemma GCSE Maths Coursework

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GCSE: Maths Coursework: Emma's Dilemma Coursework and Essays

Dave's Dillemma
(User Rating: 7.77 | Length: 5.9 Pages) Dave's Dillemma Dave is playing with arrangements of the letters of his name. Here are the arrangements for DAVE: As you can see, there are 24 possible arrangements for the name DAVE. There are four letters in the name, and six arrangements starting with each letter. 4! = 4 x 3 x 2 x 1 =24 (! ...

Emma's Dilemma
(User Rating: 6.38 | Length: 4.6 Pages) Emma's Dilemma Introduction and Planning The problem set involves investigating the number of different arrangements for different amounts of letters. One arrangement is: EMMA A different arrangement is: EAMM Another arrangement is: MEAM I am going to investigate the number of different arrange ...

Emma's Dilemma
(User Rating: 6.60 | Length: 2.9 Pages) Emma's Dilemma Arrangements for Emma: emma emam eamm mmae mmea meam mema mame maem amme amem aemm There are 12 possibilities; note that there are 4 total letters and 3 different. What if they were all different like Lucy? Arrangements for Lucy: lucy ucyl cylu ycul luyc ucly cyul yclu lcuy ulcy ...

Emma’s Dilemma
(User Rating: 8.16 | Length: 4.4 Pages) Emma's Dilemma Emma's Dilemma In my investigation I am going to investigate the number of different arrangements of letters in a word. e.g. Tim Is one arrangement Mit Is another First I am going to investigate how many different arrangements in the name LUCY, which has no letters the same. ...

Emma’s Dilemma
(User Rating: 5.86 | Length: 8.0 Pages) Emma's Dilemma Firstly we arrange EMMA's Name. 1)EAMM 7)MAEM 2)EMAM 8)MAME 3)MEMA 9)AMME 4)MEAM 10)AEMM 5)MMEA 11)AMEM 6)MMAE 12)EMMA Secondlywe arrange lucy's name. 1)Lucy 12)Cyul 22)Yulc 2)Luyc 13)Culy 23)Ycul 4)Lycu 14)Culy 24)Yluc 5)Lcuy 15)Cylu 25)Ucyl 6)Lcyu 16)Clyu 7)Ulcy 17)Cuyl ...

Emma’s Dilemma Coursework.
(User Rating: 3.01 | Length: 3.3 Pages) Emma's Dilemma Coursework. Arrangements for Emma: emma emam eamm mmae mmea meam mema mame maem amme amem aemm There are 12 possibilities; note that there are 4 total letters and 3 different. What if they were all different like Lucy? Arrangements for Lucy: lucy ucyl cylu ycul luyc ucly cyul ...

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