Find the term indicated in the expansion. (x - 3y)11; 8th term A. -721,710x7y4 B. -721,710x4y7 C. 240,570x7y4 D. 240,570x4y8
I believe it's one of either A or B?
well its binomial expansion \[(a + b)^n \] where a term can be found using \[^nC_{r}(a)^{n - r}(b)^r\] so in your question you need the 8th term... so r = 7..... since the 1st term r = 0 so you are looking at \[^{11}C_{7} (x)^{11 - 7}(-3y)^7\] you just need to simplify it
Frankly, you lost me a little bit.
so do you know about binomial theory... and how the coefficients can be found using combinations...?
I know the theory, the combinations not so much. Is that C? Because that was what confused me.
yes... some texts use bracket notation |dw:1367012076196:dw|
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