Source: GMAT Paper Tests
In a horticultural experiment, 200 seeds were planted in plot I and 300 were planted in plot II. If 57 percent of the seeds in plot I germinated and 42 percent of the seeds in plot II germinated, what percent of the total number of planted seeds germinated?
A. 45.5%
B. 46.5%
C. 48.0%
D. 49.5%
E. 51.0%
The OA is C
In a horticultural experiment, 200 seeds were planted in plot I and 300 were planted in plot II. If 57 percent of the
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Total seeds in plot I = 200
Total seeds in plot II = 300
Generated seeds in plot I = 57% of 200 = 114
Generated seeds in plot II = 42% of 300 = 126
Total number of seeds in all the plot = plot I + plot II
= plot I seeds + plot II seeds
= 200 + 300 = 500
Generated seeds in total = 114 + 126 = 240
$$Total\ of\ \%\ seeds\ that\ germinated=\frac{240}{500}\cdot\frac{100}{1}=48\%$$
Answer = option C
Total seeds in plot II = 300
Generated seeds in plot I = 57% of 200 = 114
Generated seeds in plot II = 42% of 300 = 126
Total number of seeds in all the plot = plot I + plot II
= plot I seeds + plot II seeds
= 200 + 300 = 500
Generated seeds in total = 114 + 126 = 240
$$Total\ of\ \%\ seeds\ that\ germinated=\frac{240}{500}\cdot\frac{100}{1}=48\%$$
Answer = option C
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Solution:BTGmoderatorLU wrote: ↑Sat Feb 27, 2021 1:04 pmSource: GMAT Paper Tests
In a horticultural experiment, 200 seeds were planted in plot I and 300 were planted in plot II. If 57 percent of the seeds in plot I germinated and 42 percent of the seeds in plot II germinated, what percent of the total number of planted seeds germinated?
A. 45.5%
B. 46.5%
C. 48.0%
D. 49.5%
E. 51.0%
The OA is C
The percentage of the planted seeds that germinated is:
(200 x 0.57 + 300 x 0.42 ) /(200 + 300) = (114 + 126) / (500) = 240/500 = 48/100 = 48%
Answer: C
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