📘 Quiz

Solution: Step 1: Analyze the given graph and extract the expenditure values for each category. Step 2: Calculate the differences in expenditure for each pair of categories. Step 3: Compare the calculated differences to find the least difference. Step 4: Identify the two categories with the least difference in spending. Let's assume the expenditure values are: Food = 3000, Rent = 750, Education = 1200, Savings = 1500, Miscellaneous = 600. A. Food and Rent: 3000 - 750 = 2250 B. Food and Savings: 3000 - 1500 = 1500 C. Rent and Miscellaneous: 750 - 600 = 150 D. Education and Rent: 1200 - 750 = 450 The correct answer is C. Rent and Miscellaneous.

Solution: Step 1: Identify the maximum and minimum expenditures from the graph Step 2: Maximum expenditure = 3000 (Food), Minimum expenditure = 600 (Miscellaneous) Step 3: Calculate the ratio = 3000:600 = 5:1 The correct answer is 5:1

Solution: Step 1: Understand the given line graph represents the ratio of imports to exports. Step 2: Identify the years and their respective ratios from the graph. Step 3: For each year, determine if exports are more than imports based on the ratio. Step 4: Count the number of years where exports exceed imports. Step 5: The graph indicates the following ratios for the years: 2001 (0.6), 2002 (0.8), 2003 (0.3), 2004 (1.2), 2005 (1.5), 2006 (0.9), 2007 (1.6). Step 6: Convert ratios to comparisons: 2001 (6:10), 2002 (8:10), 2003 (3:10), 2004 (12:10), 2005 (15:10), 2006 (9:10), 2007 (16:10). Step 7: Determine exports are greater in 2001, 2002, 2003, and 2006. Step 8: Count the years where exports are greater than imports, which is 4 years.