Strong Mathematics students often do something that is easy to miss.
Before calculating, they look for clues.
For example:
“Two unknown prices” might suggest simultaneous equations.
“A right-angled triangle” may suggest Pythagoras or trigonometry.
“Original price after a discount” may require reverse percentage.
“Constant gradient” may indicate a linear relationship.
These clues help students choose a method.
The G3 Mathematics syllabus places significant emphasis on problem-solving and making connections between mathematical ideas.
A useful question for parents
When your child finishes a Mathematics problem, do not immediately ask:
“Did you get the right answer?”
Instead ask:
“What clue in the question told you what to do?”
This encourages your child to think about the structure of the problem.
Over time, they begin recognising patterns rather than memorising individual questions.
That becomes increasingly important because examination questions can integrate ideas from different topics.
During the December holidays, try spending less time asking your child to complete large numbers of repetitive questions.
Spend some time discussing how they knew what Mathematics to use.
That is often where the difference between routine practice and examination problem-solving begins.