kpq_sniper017
Member
- Joined
- Dec 18, 2003
- Messages
- 672
If there was a question in which (i) required a proof and (ii) required an application of the proof, can you get full marks for (ii) without having first done (i):
e.g.
(i) Prove cos2A = 1 - 2sin<sup>2</sup>A
(ii) Hence, find the indefinite integral of cos2A.
I know that's a stupid question in practise (it's the first example I thought of), but if you didn't know how to do the proof in (i), could you still get full marks for (ii) - of course, this is provided the examiner's state: Prove LHS=RHS and don't just tell you to find a result and use it without telling you the result first.
e.g.
(i) Prove cos2A = 1 - 2sin<sup>2</sup>A
(ii) Hence, find the indefinite integral of cos2A.
I know that's a stupid question in practise (it's the first example I thought of), but if you didn't know how to do the proof in (i), could you still get full marks for (ii) - of course, this is provided the examiner's state: Prove LHS=RHS and don't just tell you to find a result and use it without telling you the result first.