- Messages
- 6
- Reaction score
- 25
- Points
- 3
Hey fellas, if any of you could help me a little with this super simple question, it would be much appreciated!
When it comes to partial fractions in paper 3, I know how to express a rational fraction as partial fractions when the denominator (bottom part of fraction) is
(ax + b)(cx + d)(ex + f),
OR
(ax + b)(cx + d)²
BUT I wouldn't know how to approach a problem where you have to express a fraction with the denominator
(ax + b)(x²+c²)
as partial fractions.
I'm sure it just a simple step I haven't come across to before, so if anyone could explain this to me it would be GREATLY appreciated! Thanks beforehand! Cheers!
When it comes to partial fractions in paper 3, I know how to express a rational fraction as partial fractions when the denominator (bottom part of fraction) is
(ax + b)(cx + d)(ex + f),
OR
(ax + b)(cx + d)²
BUT I wouldn't know how to approach a problem where you have to express a fraction with the denominator
(ax + b)(x²+c²)
as partial fractions.
I'm sure it just a simple step I haven't come across to before, so if anyone could explain this to me it would be GREATLY appreciated! Thanks beforehand! Cheers!