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Hangman Solution bank: Core Math 2 C2 Dr. Faisal Reyna Page 1 of 3 www.biochemtuition.com Faisal. Reyna biochemtuition.com Solution bank C2 Edexcel Modular Mathematics for AS and Level Coordinate
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Hi there now in this tutorial I want to show you how we do algebraic long division we've got an example here which I'll show you how to do and then maybe you might like to have a go at this one, but before we can do something like this I want to take you back to basic division with numbers so that we can understand the methods involved, so I've got this one here divide 63 thousand two hundred and ten by five now one way of doing this would just be to do fives in two then sixty-three thousand two hundred and ten now if we were doing it by short division would do something like five into six goes once because once five is five and that leaves us with one left over we'll put that against the three to make 13 what do we multiply 5 by to get as close as we can to 13 it's going to be two five 2's or 10 and that leaves us with three left over put it against the two here to get 32 will do we multiply 5 by to get as close as we can to 32 it's going to be six ok 6 5 to 30 that leaves us with 2 left over what do we multiply 5 by to get as close as we can to 21 for because 5 4 to 20 that leaves us with 1 left over what do we multiply 5 by to get as close as we can to 10 well it's exactly 2 now not too difficult I hope, but I want to show you now how we can set this out by a different method same answer obviously but the method we're going to use is long division, and so we'll do exactly the same some will do 5 then into 6 three two one zero 63,000 then 210 so running through this again we say what do I multiply five by to get as close as I can to six well it's one okay but this time we do one times five which is five and put it underneath here, and we take away the five from the six to give us the remainder I know up here we could see instantly that it was one, but that's not the point that I want to make here it's the layout, so six take away five gives us one and that one there was what we carried across to the three to make 13 but with this style what we do is we bring down the three, and we write it against the one to give us the 13, and we start again we say what do we need to multiply five by to get as close as we can to 13 it's going to be two, so you put the two there, and we now do 5 times 2 or 2 times 5 obviously it doesn't make any difference giving us 10 ok so put that underneath there we now subtract to work out what the remainder would be 13 takes away 10 3 just as we had here we carried that 3 across to the 2 to meet 32, so we just bring down the 2, and we now have 32, and we start all over again now you might like to pause the video at this point and just carry on with this question, so I'll give you a moment then just to do that when you come back you can check your work solution against mine okay welcome back let's see how you carried on with this, so we just say what do we multiply 5 by to get as close as we can to 32, but it's going to be 6, so we just do 5 times 6 which is 30 we take away to find out what the remainder would be so 32...

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