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Data interpretation involves analyzing and making sense of data presented in various forms (tables, graphs, charts) to draw conclusions or make decisions. It requires the ability to understand, summarize, and analyze quantitative information. |
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To read a bar graph effectively, identify the axes, note the scale, and compare the heights of the bars. Each bar represents a category, and the height indicates the value or frequency of that category, allowing for easy comparison. |
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When interpreting a pie chart, first identify the total value represented by the entire pie. Then, look at the size of each slice to determine its proportion relative to the total. This helps in understanding the distribution of parts to the whole. |
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If a table shows that 40% of respondents prefer Product A, and there are 200 respondents total, how many respondents prefer Product A? Hint: Calculate 40% of 200. |
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To find the number of respondents who prefer Product A, calculate 40% of 200: 0.40 * 200 = 80. Thus, 80 respondents prefer Product A. |
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In a line graph showing sales over time, if sales increased from $10,000 in January to $15,000 in March, what is the percentage increase in sales? Hint: Use the formula: Percentage Increase = ((New Value - Old Value) / Old Value) * 100. |
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Using the formula: Percentage Increase = ((15,000 - 10,000) / 10,000) * 100 = (5,000 / 10,000) * 100 = 50%. Therefore, there is a 50% increase in sales from January to March. |
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The median is the middle value of a data set when arranged in ascending or descending order. It is a measure of central tendency that is less affected by outliers compared to the mean. |
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If a line graph shows a decrease from 80 to 20 over 4 months, what is the average monthly decrease? Hint: Calculate the total decrease and divide by the number of months. |
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The total decrease is 80 - 20 = 60. Dividing by 4 months gives an average monthly decrease of 60 / 4 = 15. |
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In a table of sales data, if Product C sold 150 units, which is 25% of total sales, what is the total sales? Hint: Use the formula: Total Sales = Units Sold / Percentage. |
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Using the formula: Total Sales = 150 / 0.25 = 600. Therefore, total sales are 600 units. |
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A scatter plot represents the relationship between two quantitative variables. Each point on the plot corresponds to an observation, allowing for visual assessment of correlations or trends. |
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If a pie chart shows that a category occupies 90 degrees, what percentage of the whole does it represent? Hint: Use the formula: Percentage = (Degrees / 360) * 100. |
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Using the formula: Percentage = (90 / 360) * 100 = 25%. Thus, this category represents 25% of the whole. |
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The primary purpose of data interpretation is to analyze and extract meaningful insights from numerical data presented in various formats such as tables, graphs, and charts, enabling informed decision-making. |
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In a bar chart representing sales of three products, if Product A sold 300 units, Product B sold 450 units, and Product C sold 250 units, which product had the highest sales? Hint: Compare the sales figures directly. |
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Product B had the highest sales with 450 units sold, compared to Product A's 300 units and Product C's 250 units. |