- Joined
- Feb 16, 2005
- Messages
- 8,403
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- Male
- HSC
- 2006
I've repeatedly derived so many formulas when doing exercises involving parametric representation. I'm so sick of that repetitive deriving that I often shove in some formulas I proved before and stick with that rather than deriving that equation/formula that I used to save time. I know that some of these 'identities' cannot be assumed and must be derived when it comes to exams, but I want to know which parametric identities are we allowed to use or assume without having to derive them, in exams.
e.g. I think that we can assume the gradient of a tangent to point P(2ap,ap²) is always p (similarly for Q.....), but can someone please clarify on that?
e.g. I think that we can assume the gradient of a tangent to point P(2ap,ap²) is always p (similarly for Q.....), but can someone please clarify on that?