Mocks 2012 **READ FIRST POST BEFORE POSTING**

DEB HL MATH P1:

Q1 3 graphs get roots. Prove real roots
Q2 simultaneous eqts part c,
Q3 De Moivres's Theorem (Polar form) Q5 logs a) inequit b)prove b induction series c) logs solve for x ii) powers solve for x
Q6 a) diffrenciation 1st principles 1/x, b) find 1st and 2nd diriv of xsinx ii) show etc, c) show function between 2 & 3 show x has 1 real root, use newton raphson methodNewton-Raphson method. SinX from First Principles
Q7 Parametric Equations, Differentiate Sin-1X
Q8 Integrate sin cubed, intergrate x/linear, integrate sin3xcosx, get area between 2 curves p1, induction find a) , c)

DEB HL MATH P2:

Thoerom.. The one with 2 similar triangles and you compare the sides to say they are proportional
what is meant by random selection
margin of error
Calculate correlation co-efficient
Draw scatter plot
Fine eqn. of the line of best fit
Eqn. of tangent to circle
Incentre
Construct tri. given lengths of 3 sides.
Draw sinx and cosx graphs