|
|
Exam-Style Questions on DecimalsProblems on Decimals adapted from questions set in previous Mathematics exams. |
1. | GCSE Higher |
Prove algebraically that \(0.2\dot6\) can be written as \( \dfrac{4}{15}\)
2. | GCSE Higher |
(a) Use algebra to show that the recurring decimal \(0.\dot2 \dot4\) can be written as \( \frac{8}{33}\).
(b) Find the fraction, in its lowest terms, equal to the recurring decimal \(0.5 \dot2 \dot4\).
If you would like space on the right of the question to write out the solution try this Thinning Feature. It will collapse the text into the left half of your screen but large diagrams will remain unchanged.
The exam-style questions appearing on this site are based on those set in previous examinations (or sample assessment papers for future examinations) by the major examination boards. The wording, diagrams and figures used in these questions have been changed from the originals so that students can have fresh, relevant problem solving practice even if they have previously worked through the related exam paper.
The solutions to the questions on this website are only available to those who have a Transum Subscription.
Exam-Style Questions Main Page
To search the entire Transum website use the search box in the grey area below.
