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Question
Find the value of m, from the following cumulative frequency distribution of more than type .
ClassFrequencyMore than Intervalcumulativefrequency 0−310m3−61593−10=836−91883−15=689−122268−18=5012−151650−22=2815−181228−16=12
Find the value of m, from the following cumulative frequency distribution of more than type .
ClassFrequencyMore than Intervalcumulativefrequency 0−310m3−61593−10=836−91883−15=689−122268−18=5012−151650−22=2815−181228−16=12
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Solution
The correct option is C 93
ClassFrequencyMore than Intervalcumulativefrequency 0−310m3−61593−10=836−91883−15=689−122268−18=5012−151650−22=2815−181228−16=12
From the cumulative frequency distribution of more than type, the value of m is total frequency
= 10 + 15 + 18 + 22 + 16 +12
= 93
ClassFrequencyMore than Intervalcumulativefrequency 0−310m3−61593−10=836−91883−15=689−122268−18=5012−151650−22=2815−181228−16=12
From the cumulative frequency distribution of more than type, the value of m is total frequency
= 10 + 15 + 18 + 22 + 16 +12
= 93
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