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In this piece of coursework I will investigate how many times and ways I can arrange Emma’s name. I will start by looking at Emma’s name. Further then I will look at letters with single, double, triple and etc letters on them
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Introduction Emma's Dilema In this piece of coursework I will investigate how many times and ways I can arrange Emma's name. I will start by looking at Emma's name. Further then I will look at letters with single, double, triple and etc letters on them, and observe how many different combinations I would come up with. I will make predictions, put my results in tables and look for patterns and outcomes. I will also use a calculator to check through my figures to make shure they're correct. I am now going to be looking at Emma's name to find out how many different combinations there are for it. emma eamm mmae mmea amme aemm meam maem mame mema amem emam Emma has 12 different combinations; note that there are 4 total letters and 3 different. I am now going to find out how many different combinations there are for Lucy. lucy lcyu lycu luyc lyuc lcuy ucly ulcy ucul ulyc uycl uylc ylcu yucl yluc yclu yulc ycul cyul cluy cylu culy clyu cuyl Lucy has 24 different possibilities in this arrangement, of 4 letters that are all different. I also noticed...
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