Math Problem Statement
NILAI FREKUENSI 60 – 64 6 65 – 69 10 70 – 74 14 75 – 79 12 80 – 84 8 Jumlah 50
Solution
It looks like you've provided a frequency distribution for some data, possibly related to a statistical analysis. Here's the breakdown of the data:
Nilai (Value Range) | Frekuensi (Frequency) |
---|---|
60 – 64 | 6 |
65 – 69 | 10 |
70 – 74 | 14 |
75 – 79 | 12 |
80 – 84 | 8 |
Jumlah | 50 |
The sum of the frequencies adds up to 50, which is confirmed by the total in the "Jumlah" (Total) column.
Are you looking to calculate any specific statistical measures such as the mean, median, or standard deviation, or is there another type of analysis you're interested in?
Let me know if you'd like me to calculate any of these, or if you have a specific question! Here's a list of possible next steps:
- How do I calculate the mean of this data?
- How do I find the median of this frequency distribution?
- What is the standard deviation for this data set?
- How can I find the mode of this data?
- How can I construct a cumulative frequency table from this data?
Tip: To estimate the mean of a frequency distribution, you can calculate the mid-point of each class and then multiply by the frequency, summing the results.
Ask a new question for Free
By Image
Drop file here or Click Here to upload
Math Problem Analysis
Mathematical Concepts
Frequency Distribution
Statistics
Descriptive Statistics
Formulas
Mean of a Frequency Distribution = Σ(frequency * mid-point) / Σ(frequency)
Cumulative Frequency Formula
Theorems
Mean estimation in frequency distributions
Cumulative frequency calculation
Suitable Grade Level
Grades 8-10
Related Recommendation
Mean Calculation from a Frequency Distribution Table
Calculate Mean, Median, and Mode from Frequency Distribution Table
Calculating Mean, Median, Mode, and Midrange from a Frequency Distribution Table
Frequency Distribution and Statistical Measures for Business Data
Calculate Mean, Median, and Mode for Frequency Distribution Table