The total number of female employees in company J during all the given years together is what percent of the total number of male employees in company I during all the given years together?

87 %

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93 %

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89 %

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91 %

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95 %

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Solution

The correct option is B $93 %$
Total number of female employees in company J
$= 111 + 136 + 157 + 211 + 356 + 238 = 1209$
Total number of male employees in company I
$= 142 + 165 + 139 + 217 + 265 + 372 = 1300$
$∴$ Required percentage $= \frac{1209}{1300} \times 100 = 93 %$

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The total number of female employees in company J during all the given years together is what percent of the total number of male employees in company I during all the given years together?

The correct option is B 93%Total number of female employees in company J =111+136+157+211+356+238=1209 Total number of male employees in company I =142+165+139+217+265+372=1300 ∴ Required percentage =12091300×100=93%

The correct option is B $93 %$
Total number of female employees in company J
$= 111 + 136 + 157 + 211 + 356 + 238 = 1209$
Total number of male employees in company I
$= 142 + 165 + 139 + 217 + 265 + 372 = 1300$
$∴$ Required percentage $= \frac{1209}{1300} \times 100 = 93 %$