Can we write a function \(f(x)\) as a series of powers of \(x\)?
What is the power series for \(e^x\) and for other familiar functions?
How can we use power series to approximate values of expressions?
| Resource type | Title |
|---|---|
| Investigation | Designing a polynomial |
| Title | Ref |
|---|---|
| Can we expand $(1+x)^{3/2} + (1-2x)^{3/4}$ as far as the term in $x^3$? | R7436 |
| What is this algebraic fraction if its expansion has no $x$ term? | R6601 |