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Recent questions tagged geometric-mean
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CAT 2017 Set-1 | Question: 87
Suppose, $\log_{3}x= \log_{12}y= a$, where $x, y$ are positive numbers. If $\text{G}$ is the geometric mean of $x$ and $y$, and $\log_{6}\text{G}$ is equal to $\sqrt{a}$ $2a$ $a/2$ $a$
Suppose, $\log_{3}x= \log_{12}y= a$, where $x, y$ are positive numbers. If $\text{G}$ is the geometric mean of $x$ and $y$, and $\log_{6}\text{G}$ is equal to$\sqrt{a}$$2...
go_editor
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go_editor
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Mar 13, 2020
Quantitative Aptitude
cat2017-1
quantitative-aptitude
geometric-progression
geometric-mean
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1
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1
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CAT 1994 | Question: 61
If the harmonic mean between two positive numbers is to their geometric mean as $12 : 13$, then the numbers could be in the ratio: $12: 13$ $1/12: 1/13$ $4:9$ $2:3$
If the harmonic mean between two positive numbers is to their geometric mean as $12 : 13$, then the numbers could be in the ratio:$12: 13$ $1/12: 1/13$$4:9$ $2:3$
makhdoom ghaya
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makhdoom ghaya
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Oct 28, 2017
Quantitative Aptitude
cat1994
quantitative-aptitude
number-series
geometric-mean
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