Prelim H2 Math - 2012 Njc

Maclaurin’s series expansion and method of differences are pushed to their absolute limits here. You cannot rely on standard formula list (MF26) templates.

[Analyze the Question Constraints] │ ▼ [Identify the Relevant Topic/Formula] │ ▼ [Execute Algebraic Manipulation / GC Verification]

: A notable question involved finding the modulus and argument of 2012 njc prelim h2 math

A standard trap in the 2012 paper involves sketching inequalities such as combined with an argument constraint like

Testing your ability to find standard expansions by standard series or by differentiation from a given differential equation. Maclaurin’s series expansion and method of differences are

NJC marking schemes historically awarded partial credit differently than Cambridge. For the 2012 paper:

first. Visualizing the turning points and asymptotes ensures you correctly identify Rgcap R sub g before performing the subset algebraic check ( ). When sketching transformations like 2012 njc prelim h2 math

Expect questions requiring you to find the foot of a perpendicular from a point to a plane, or the reflection of a line across a plane.