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Mathematics: Post your doubts here!

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From your above results you can see that x^8 is when (x+3x^2)^4 and (x+3x^2)^5
Similarly in (1+(x+3x^2))^5 x^8 would be at when the expression has power of 4 and 5
So 5C4 (1) x (x+3x)^4 + 5C5 (x+3x^2)^5
Therefore 450x^8 + 270x^8 = 675x^8

Hope you understand :)
Ohhh! this makes so much sense now! the mark scheme just confused me as hell as to why they just added part i and ii ...
Thanks a lot! :)
 
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if x-y is a factor of a polynomial and if you use substitute y in the differential equation of the polynomial does the answer have to be zero?? Why?
 
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Someone help me with this S1 problem. It's from O/N/13 - 61. I solved it (attached the picture) - my distribution for X is wrong; can someone please explain why the distribution for X is lower than that for Y? I attached the markscheme screenshot too, haha. Please help!
Screenshot (468).png
Screenshot (469).png
 

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