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ST PAUL’S COLLEGE, KEMPSEY
ASSESSMENT NOTIFICATION YEAR 12 MATHEMATICS
ASSESSMENT TASK 1 - 2017
COURSE MATHEMATICS
Date of task Term 4 Week 8
Weighting 10 %
Teacher(s) Mrs Shaw / Mr MacAndrews
OUTCOMES DESCRIPTION
P1 Demonstrates confidence in using mathematics to obtain realistic solutions
to problems
P2 Provides reasoning to support conclusions which are appropriate to the
context
P3 Performs routine arithmetic and algebraic manipulations
P4 Chooses the appropriate arithmetic, algebraic, graphical, trigonometric and
geometric techniques
P5 Understands the concepts of a function and the relationship between a
function and its graph
P6 Relates the derivative of a function to the slope of its graph
P7 Determines the derivative of a function through routine applications of the
rules of differentiation
P8 Understands and uses the language and notation of calculus
H1 Seeks to apply mathematical techniques to a problem in a wide range of
practical contexts
H2 Constructs arguments to prove and justify results
H4 Expresses practical problems in mathematical terms based on simple given
models
H5 Applies appropriate techniques from the study of geometry to solve
problems
H9 Communicates using mathematical language, notation and diagrams
CONTENT/
TOPIC AREA
Introduction to Calculus: Maths in Focus Preliminary Course (Margaret
Grove): Chapter 8 in both textbooks
Locus and the Parabola: Maths in Focus Preliminary Course (Margaret
Grove): Chapter 10 Mathematics textbook and Chapter 11 in the Extension
textbook
Geometry 2: Maths in Focus HSC Course (Margaret Grove):
Chapter 1 in both textbooks
FORMAT 2 x 25 mark questions (Calculus & Locus) PLUS 1 x 10 mark question
(Geometry) – TOTAL 60 marks
Full working required – 90 minutes + 5 minutes reading
You can bring with you ONE A4 double sided page of notes
MARKING
CRITERIA
The marking scheme will be printed on the paper.
Marks will be awarded for the accuracy of your work, working and/or
reasoning, appropriate use of diagrams and problem solving skills.