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No. of factors of 80 greater than
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01 Apr 2025, 05:12
01 Apr 2025, 05:12
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Question Stats:
44% (02:13) correct
55% (01:47) wrong based on 49 sessions
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Quantity A |
Quantity B |
No. of factors of 80 greater than \(\sqrt{80}\) |
No. of factors of 90 greater than \(\sqrt{90}\) |
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Re: No. of factors of 80 greater than
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05 Apr 2025, 04:15
05 Apr 2025, 04:15
1
Expert Reply
The factors of 80 are $\(1,2,4,5,8,10,16,20,40\)$, and 80 .
So, the factors of 80 greater than $\(\sqrt{80}\)$ are $\(10,16,20,40\)$, and 80 .
Therefore, Column A is 5 .
The factors of 90 are $\(1,2,3,5,6,9,10,15,18,30,45\)$, and 90 .
So, the factors of 90 greater than $\(\sqrt{90}\)$ are $\(10,15,18,30,45\)$, and 90 .
Therefore, Column $\(\mathrm{B}=6\)$.
Hence, Column B $\(>\)$ Column A.
Thus, the correct answer is $\(B\)$.
So, the factors of 80 greater than $\(\sqrt{80}\)$ are $\(10,16,20,40\)$, and 80 .
Therefore, Column A is 5 .
The factors of 90 are $\(1,2,3,5,6,9,10,15,18,30,45\)$, and 90 .
So, the factors of 90 greater than $\(\sqrt{90}\)$ are $\(10,15,18,30,45\)$, and 90 .
Therefore, Column $\(\mathrm{B}=6\)$.
Hence, Column B $\(>\)$ Column A.
Thus, the correct answer is $\(B\)$.
gmatclubot
Re: No. of factors of 80 greater than [#permalink]
05 Apr 2025, 04:15
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