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Mathematics

Show 010,110,310,510,710\dfrac{0}{10}, \dfrac{1}{10}, \dfrac{3}{10}, \dfrac{5}{10}, \dfrac{7}{10} and 1010\dfrac{10}{10} on a number line.

Fractions

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Answer

Draw a straight line and mark a point O on it representing 0. Mark a point A on the right of O at unit length so that OA represents 1.

Now divide the line segment OA into 10 equal parts. Each part represents 110\dfrac{1}{10}.

Starting from O, mark the points at 010\dfrac{0}{10} (= 0), 110,310,510,710\dfrac{1}{10}, \dfrac{3}{10}, \dfrac{5}{10}, \dfrac{7}{10} and 1010\dfrac{10}{10} (= 1).

Draw a straight line and mark a point O on it representing 0. Mark a point A on the right of O at unit length so that OA represents 1. Fractions, ML Aggarwal Understanding Mathematics Solutions ICSE Class 6.

Hence, the fractions 010,110,310,510,710\dfrac{0}{10}, \dfrac{1}{10}, \dfrac{3}{10}, \dfrac{5}{10}, \dfrac{7}{10} and 1010\dfrac{10}{10} are represented on the number line as shown above.

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