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[Maths] - Algebra

Capture.PNGCan someone explain to me what was done in the picture below?
Original post by AdeptDz
Capture.PNGCan someone explain to me what was done in the picture below?


A factor of n(n+1)4\frac{n(n+1)}{4} has been pulled out.
Reply 2
Original post by NotNotBatman
A factor of n(n+1)4\frac{n(n+1)}{4} has been pulled out.


Ohh I see, thanks
Reply 3
Original post by NotNotBatman
A factor of n(n+1)4\frac{n(n+1)}{4} has been pulled out.


Am i suppose to be able to spot factors like that because i dont usually check for factors first, I think that is a bad habit, If I attempted that, which I did first thing I would of done was take a factor of n/4 then expand the terms inside the big bracket. Im guessing that would give me the correct answer but not in the form the book wants it
Original post by AdeptDz
Am i suppose to be able to spot factors like that because i dont usually check for factors first, I think that is a bad habit, If I attempted that, which I did first thing I would of done was take a factor of n/4 then expand the terms inside the big bracket. Im guessing that would give me the correct answer but not in the form the book wants it


You could do that, but it's easier to factorise as you don't have to deal with high degrees of n. Factorise everything that is common. When I'm doing a question like that I carefully consider each factor and see if they are common, if they are, then factorise it out.
Reply 5
Original post by NotNotBatman
You could do that, but it's easier to factorise as you don't have to deal with high degrees of n. Factorise everything that is common. When I'm doing a question like that I carefully consider each factor and see if they are common, if they are, then factorise it out.


Cool thanks for the help, I will try and make it a habit to always check for the highest common factor

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