What you "must know" to achieve maximum marks.




Advice as to which questions to attempt and when.
What is the best kept secret on paper!. What questions can you safely leave out?




See our solutions to past exam questions in algebra and sequences and series (AP/GP)



'Complex numbers' See questions form 1995 to 1999.

'Solutions'
See the 2000 paper.

Ordinary Level Paper 1

What Questions should I do?.

The Problem with Paper 1 is the lack of "dead cert come up every year  type questions". This suits nobody except some students who have dropped from higher maths. So what is the best approach? This depends really on your ability in Algebra .

So how do you know if your algebra is good ?

Ask yourself can you Solve: 

(1) Simultaneous equations  ie. equations of the form  3x + 4 y = 10 or 5x - 7y = 3.

(2) Quadratic Equations ie equations of the form  and get the answer correct every time (using factors) . Or you must use the roots formula   but get the correct result every time . The important words here are every time !

(3) Solve simultaneous equations of the form      

                                              

(4) Solve equations of the form .

If the answer is yes,to all 4 questions then Paper 1 will be no problem You should attempt the following questions for a best result Q2,Q3,Q4,Q5,Q7,Q6  and If you have time try Q1 and Q 8 . I know most people will tell you to start with Q1, but I believe if you are good a Algebra flaunt it ! getting Q2 and Q3 done will give you great confidence to continue .

Ok if the answers to the 4 questions above are yes to (1) and (2) but no or maybe to (3) and (4) . Then you should try the following approach.

Do Q7 Differential Calculus (first) the format for this question has not changed in 6 years .

Do Q4 (complex numbers ) next again very predictable . Try Q5 AP's and GP's) next very little knowledge required here.

So three down three to go , Q1 should be done next followed by Q2 and Q3 , you will at least  get the part a of these done 

 Advice on how to maximise your Marks!

(1)     Before going into your exam have a plan of which questions you are going to attempt and stick to it!

This means that these questions must have been practiced off the face of the Earth using previous exam papers It also means that if formulae are required you must know them !Use 1995-2000 don't bother with the sample papers they are only there to make the books look bigger !

(2) When you go into the exam write down the formulae you need for this paper (only necessary if you have a bad memory , but it does calm the nerves).  Go straight  to the first question you intend doing and read it carefully.

now try part (a) it usually takes 2-3 minutes (time allocated is 5 minutes)

 



 




What you "must know" to achieve maximum marks.




Advice as to which questions to attempt and when.
What is the best kept secret on paper!. What questions can you safely leave out?




See solutions for leaving past papers in trigonometry.