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Answer :
To find which problem shows 66 divided by 6, let's take a closer look at each option:
A. [tex]\(\frac{6}{66}\)[/tex] represents 6 divided by 66. This is not the same as 66 divided by 6.
B. [tex]\(\sqrt[66]{6}\)[/tex] is a mathematical expression for the 66th root of 6. This doesn't involve division in the way we're looking for.
C. [tex]\(6 \longdiv {6 6}\)[/tex] seems to describe 6 divided into 66 visually, but the order is reversed. Typically, this notation would begin with the number being divided and then the divisor after the division symbol.
D. [tex]\(66 \longdiv {6}\)[/tex] correctly represents 66 divided by 6.
So, option D is the correct representation of 66 divided by 6.
When you perform the division, 66 divided by 6 equals 11. Therefore, [tex]\(66 \div 6 = 11\)[/tex].
Thus, the correct answer is [tex]\(66 \longdiv {6}\)[/tex], which corresponds to option D.
A. [tex]\(\frac{6}{66}\)[/tex] represents 6 divided by 66. This is not the same as 66 divided by 6.
B. [tex]\(\sqrt[66]{6}\)[/tex] is a mathematical expression for the 66th root of 6. This doesn't involve division in the way we're looking for.
C. [tex]\(6 \longdiv {6 6}\)[/tex] seems to describe 6 divided into 66 visually, but the order is reversed. Typically, this notation would begin with the number being divided and then the divisor after the division symbol.
D. [tex]\(66 \longdiv {6}\)[/tex] correctly represents 66 divided by 6.
So, option D is the correct representation of 66 divided by 6.
When you perform the division, 66 divided by 6 equals 11. Therefore, [tex]\(66 \div 6 = 11\)[/tex].
Thus, the correct answer is [tex]\(66 \longdiv {6}\)[/tex], which corresponds to option D.
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