Maths-
General
Easy
Question
Convert
into decimals
- 0.57
- 0.75
- 7.5
- 0.55
The correct answer is: 0.75
To find the decimal, we have to divide numerator by denominator.
= 0.75
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Two holes of unequal diameters d1 and d2
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![](data:image/png;base64,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)
Two holes of unequal diameters d1 and d2
are cut in a metal sheet. If the sheet is heated
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)
Physics-General