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Help please! - Binomial expansion!
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\[(1+\frac{ x }{ 2 })^5\]
I've been taught to do it as \[NcR (1)(?x)\]
Basically to put NCR into my calculator - so can it be explained this way please :3
(1+x)^n=?
Similar to that, so for another question I did \[(1+4x)^3\]
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I would put \[(3c1)(1)^2(4x)\]
Until I reached \[(3c3)(1)^0(4x)^3\]
At which point I would stop, but how would I apply this to the question above?
Small ones - just build it 0 - 1*1^5*(x/2)^0 1 - 5*1^4*(x/2)^1 2 - 10*1^3*(x/2)^2 3 - 10*1^2*(x/2)^3 4 - 5*1^1*(x/2)^4 5 - 1*1^0*(x/2)^5 0 - 1*1^3*(4x)^0 1 - 3*1^2*(4x)^1 2 - 3*1^1*(4x)^2 3 - 1*1^0*(4x)^3
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