# Ordenen rationale getallen

#### Vul aan met <, > of =

1. $$\dfrac{3}{16}\ldots\dfrac{1}{17}$$
2. $$\dfrac{-169}{10}\ldots-15,9$$
3. $$\dfrac{-72}{25}\ldots-2,78$$
4. $$\dfrac{-873}{50}\ldots-18,46$$
5. $$\dfrac{4}{13}\ldots\dfrac{1}{5}$$
6. $$\dfrac{-10}{3}\ldots\dfrac{-7}{4}$$
7. $$\dfrac{-77}{5}\ldots-15,5$$
8. $$\dfrac{3261}{500}\ldots6,422$$
9. $$\dfrac{3}{7}\ldots\dfrac{1}{10}$$
10. $$\dfrac{9}{8}\ldots\dfrac{2}{3}$$
11. $$\dfrac{11}{14}\ldots\dfrac{1}{2}$$
12. $$\dfrac{15719}{1000}\ldots15,719$$

#### Vul aan met <, > of =

##### Verbetersleutel

1. $$\dfrac{3}{16}>\dfrac{1}{17}$$
2. $$\dfrac{-169}{10}<-15,9$$
3. $$\dfrac{-72}{25}<-2,78$$
4. $$\dfrac{-873}{50}>-18,46$$
5. $$\dfrac{4}{13}>\dfrac{1}{5}$$
6. $$\dfrac{-10}{3}<\dfrac{-7}{4}$$
7. $$\dfrac{-77}{5}>-15,5$$
8. $$\dfrac{3261}{500}>6,422$$
9. $$\dfrac{3}{7}>\dfrac{1}{10}$$
10. $$\dfrac{9}{8}>\dfrac{2}{3}$$
11. $$\dfrac{11}{14}>\dfrac{1}{2}$$
12. $$\dfrac{15719}{1000}=15,719$$
Oefeningengenerator vanhoeckes.be/wiskunde 2021-12-02 02:03:36