I need to find the middle term of this...
\[(2m+n ^{3})^{12}\]
Ive thought of using factorials, n will be 12 and r will be 5
so...i dont know, would that be correct?
0 1 2 3 4 5 6 7 8 9 10 11 12 6 is going to be r
yes osanseviero u can ans the question by solving it through fragments..:)
fragments i.e factorials.
but should r be the element I want -1: (6-1=5)
or it should be 6 ?
r = 6 so isnt it 12 C 6, so 12! / (6!6!) whatever that is
ok, thanks...
are you sure that r is not the number you want minus 1?
yeah r is not anything minus 1. r is the _th term in the sequence that you're trying to find the coefficient of. so the coefficient is nCr
the formula is n! / r!(n-r)!
So that would be \[924a ^{6}b ^{6}\]...obviously a will be 2m and b the other one..is that correct?
There's always Pacal's Triange . . . ;-)
ok...thanks :)
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