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What smallest fraction should be added to 3×2/3+6×7/12+4×1/4+5+7×1/12 to make the sum a whole number?
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What smallest fraction should be added to 3×2/3+6×7/12+4×1/4+5+7×1/12 ...
Analysis:
To make the sum of the given fractions a whole number, we need to find the smallest fraction that can be added to the sum to achieve this.

Given Fractions:
- 3×2/3 = 2
- 6×7/12 = 3.5
- 4×1/4 = 1
- 5
- 7×1/12 = 0.58

Sum of Given Fractions:
2 + 3.5 + 1 + 5 + 0.58 = 12.08

Identifying the Fraction to be Added:
To make the sum a whole number, we need to find the smallest fraction to add. Let x be the fraction to be added.
12.08 + x = a whole number
Since x has to be the smallest fraction to add, it should be less than 1. Therefore, x = 0.92 is the smallest fraction to add to make the sum a whole number.

Conclusion:
Thus, the smallest fraction that should be added to 3×2/3 + 6×7/12 + 4×1/4 + 5 + 7×1/12 to make the sum a whole number is 0.92.
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What smallest fraction should be added to 3×2/3+6×7/12+4×1/4+5+7×1/12 to make the sum a whole number?
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