Maths-
General
Easy
Question
Divide 26.4 by 4:
- 6.8
- 5.6
- 6.6
- 5.4
The correct answer is: 6.6
26.4 = 264/40
![](data:image/png;base64,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)
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![](data:image/png;base64,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)
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![](data:image/png;base64,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)
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