(0.13)^2 =
(0.13)^2 = 0.0169.
Squaring 0.13 involves multiplying it by itself, resulting in 0.0169, which is the correct calculation of the expression.
This choice represents the square of 1.3, not 0.13. To obtain 1.69, one would need to calculate (1.3)^2, which results in 1.69, highlighting a misunderstanding of the decimal placement in the original number.
This option suggests a linear multiplication instead of squaring the number. Specifically, multiplying 0.13 by 2 yields 0.26, which does not reflect the squaring operation required in the question.
This choice appears close to the correct answer but represents the square of 0.13 incorrectly. The result of (0.13)^2 is actually 0.0169, meaning this option is a miscalculation, likely due to a misplaced decimal point.
This is the correct answer as it accurately represents the result of squaring 0.13: (0.13) x (0.13) = 0.0169. The calculation confirms that the product is a smaller value, consistent with squaring a number less than one.
The squaring of 0.13 results in 0.0169, clearly distinguishing it from the incorrect choices which arise from miscalculations or misunderstandings of the arithmetic operation. Choice D accurately reflects the mathematical operation performed, illustrating the importance of precision in calculations involving decimals.
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