Posted by **Shane** on Tuesday, August 6, 2013 at 11:54pm.

Expand (1-x)^4. Hence find S if S = (1-x^3)^4 - 4(1-x^3)^3 + 6 (1-x^3)^2 - 4(1-x^3) + 1.

## Answer this Question

## Related Questions

- Maths - Expand ln(1+x) and ln(1-x) and hence deduce that ln((y+1)/(y-1))=[2/y]+[...
- maths - Find the expansions of (1-x)^6 and (1+2x)^6 as far as the terms in x^3. ...
- Math - Use Pascal's triangle to expand (a+b)^6 and hence find the binomial ...
- maths - given that x+1/x=3 (a) expand (x+1/x)^3 and use your expansion to show ...
- binomial - expand (x+8y)^5 using the binomial theorem up to x^3. hence find the ...
- maths inequalities... - Find the range of values of k for which the expression x...
- maths - If 5x4-14x³+18x²+40x+16=(x²-4x+8)(ax²+bc+c) find a,b and c and hence ...
- add maths - If f:x→4x+5,find the composite function f^2.Hence,find f^2(...
- binomial theorem! - How do i do this question using the binomial theorem concept...
- binomial theorem again - How do i do this question using the binomial theorem ...