Answer :
Final Answer:
The sum of the values of (m) is 372 and the sum of the values of (f) is 315.
Explanation:
In the provided data, there are two sets of values: (m) and (f), which represent different sets of numbers. To complete the calculations, we need to find the sum of the values in each set.
The sum of the values in the set (m) can be found by adding up all the individual values:
(62 + 21 + 65 + 54 + 10 = 212).
The sum of the values in the set (f) can be found by adding up all the individual values:
(16 + 74 + 83 + 37 + 59 = 269).
Therefore, the sum of the values in the set (m) is 212 and the sum of the values in the set (f) is 269.
This explanation illustrates how to calculate the sums of two sets of values by data analysis and provides the specific results for each set.
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