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Exam-Style Questions.Problems adapted from questions set for previous Mathematics exams. |
1. | IGCSE Core |
Without using your calculator, work out the value of the following calculations giving each answer as a fraction in its lowest terms. You must show all your working.
(a)
$$1\frac{5}{12} - \frac58$$(b)
$$\frac49 ÷ 6\frac23$$2. | GCSE Higher |
Find the product of the two numbers below giving your answer as a mixed number in its simplest form.
| $$ 3 \frac{2}{3} $$ | $$ 4 \frac{2}{5} $$ |
3. | GCSE Higher |
Unit fractions have numerators equal to 1, for example \(\dfrac12\),\(\dfrac19\) and \(\dfrac{1}{36}\).
Unit fractions can be written as the sum of two different unit fractions, for example
$$\frac12 = \frac13 + \frac16$$Write each of the following unit fractions as the sum of two different unit fractions.
(a) \(\dfrac14\)
(b) \(\dfrac16\)
(c) \(\dfrac19\)
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