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In the number line shown, each unit is divided into equal parts. Which rational number does point P represent?
On a number line, \frac{-2}{3} lies to the right of \frac{-1}{2}.
Write (a) the additive inverse of \frac{8}{-19} and (b) the multiplicative inverse of -6\frac{3}{5}.
Write the rational numbers represented by the points A, B and C on the number line shown.
Fill in the blanks: (a) \frac{-7}{9} + \\\ = \frac{-7}{9} (b) \\\ \times \frac{11}{-15} = \frac{-11}{15} (c) \frac{-13}{17} + \\\ = 0 (d) \frac{2}{3} \times \\\ = 1
Explain how to represent \frac{-7}{3} and \frac{5}{4} on a number line. Between which two consecutive integers does each lie?
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