VCE Methods Units 3/4 · Week 1
Functions and
transformations
| y = a f(x) | → (x, ay) |
| y = f(x/b) | → (bx, y) |
| y = f(x − h) | → (x + h, y) |
Exam-style practice
Find the range of
f: (−2, 1] → R, f(x) = x² + 1.
[2 marks]
2027 Units 3/4 classes start Saturday 21 November · First class free
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Turn your by-hand working into a strength. Learn to recognise the structure of a problem before reaching for CAS, and make each line of algebra earn its place.

VCE Methods Units 3/4 · Week 1
| y = a f(x) | → (x, ay) |
| y = f(x/b) | → (bx, y) |
| y = f(x − h) | → (x + h, y) |
Exam-style practice
Find the range of
f: (−2, 1] → R, f(x) = x² + 1.
[2 marks]
01
Strengthen manipulation and check each step with technology-free practice.
02
Decide what a question needs first, then use CAS efficiently for Exam 2.
03
Translate new contexts into familiar models, derivatives and probability statements.
Units 3 and 4
VCE Methods Units 3/4 · Week 1
| y = a f(x) | → (x, ay) |
| y = f(x/b) | → (bx, y) |
| y = f(x − h) | → (x + h, y) |
Exam-style practice
Find the range of
f: (−2, 1] → R, f(x) = x² + 1.
[2 marks]
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