How is the digit count of integer x related to log10(x)?
ALargest int < log10(x)
BExactly equal to log10
CSmallest int > log10(x)
DFloor of log10 minus 1
Answer & Solution
Correct answer: C. Smallest int > log10(x)
The total digit count of an integer x matches the smallest integer strictly larger than log10(x).
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