The two charts show how female and male survey respondents answered a question about how often they ate a certain...

Owning The Dataset

Table 1: Text Analysis

Table 2: Chart Analysis

Key Insights

• A much higher percentage of males (44%) say they eat the food 'at most infrequently' (rarely/infrequently) compared to females (19%).
• Female respondents are much more likely to report eating the food 'frequently' (31%) than males (8%).
• 'Not sure' is a common response in both groups (31% of females, 36% of males), suggesting possible uncertainty or unfamiliarity.
• Key gender difference: The most common response among females is 'frequently', while among males it is 'rarely' or 'not sure'.

Step-by-Step Solution

Question 1: Identifying the Proper Gender Group and Percentage

Complete Statement:

Slightly less than [BLANK 1] respondents indicated that they ate the food at most [BLANK 2].

Breaking Down the Statement

• Statement Breakdown 1:
  • Key Phrase: Slightly less than
    • Meaning: The actual value just falls below the threshold of the provided percentage option.
    • Relation to Chart: Look for groups where the calculated proportion is just under an answer choice.
    • Important Implications: Alignment between calculated percentages and answer options is crucial; the value must fall short of the given answer.
• Statement Breakdown 2:
  • Key Phrase: [BLANK 1] respondents
    • Meaning: Refers to a quantifiable subgroup, specifically either male or female respondents at a certain percentage.
    • Relation to Chart: Requires examining both male and female groups using chart data to find matching or nearly matching values.
    • Important Implications: Calculation for both gender groups is necessary to identify which fits the condition best.
• What is needed: Which gender group has a cumulative percentage for certain frequencies that is just under one of the percentage options provided.

Solution:

• Condensed Solution Implementation:
  Add the percentages for frequency levels 'rarely' and 'infrequently' for both genders, since 'at most infrequently' means combining those two.
• Necessary Data points:
  For females: rarely = 9.5%, infrequently = 9.5%; for males: rarely = 32%, infrequently = 12%.
  • Calculations Estimations:
    Female: \(\mathrm{9.5\% + 9.5\% = 19\%}\); Male: \(\mathrm{32\% + 12\% = 44\%}\).
  • Comparison to Answer Choices:
    19% (female) is slightly less than the 20% option; 44% (male) is slightly more than 40%. Therefore, '20% of the female' fits best.

FINAL ANSWER Blank 1: 20% of the female

Question 2: Identifying the Correct Frequency Level

Complete Statement:

Slightly less than 20% of the female respondents indicated that they ate the food at most [BLANK 2].

Breaking Down the Statement

• Statement Breakdown 1:
  • Key Phrase: at most [BLANK 2]
    • Meaning: Cumulative frequency up to and including the given level (e.g., 'infrequently' means 'rarely' + 'infrequently').
    • Relation to Chart: Sum all relevant female group percentages up to the frequency indicated.
• What is needed: Which frequency level for females, when cumulative up to that level, gives a percentage just under 20%.

Solution:

• Condensed Solution Implementation:
  Total the female percentages starting from 'rarely' and add next more frequent category to see what matches 'slightly less than 20%'.
• Necessary Data points:
  Rarely: 9.5%; Infrequently: 9.5%; Occasionally: 19%.
  • Calculations Estimations:
    At most rarely = 9.5%; at most infrequently = \(\mathrm{9.5\% + 9.5\% = 19\%}\); at most occasionally = \(\mathrm{19\% + 19\% = 38\%}\).
  • Comparison to Answer Choices:
    19% is just under 20% and results from combining rarely and infrequently, so 'Infrequently' is the correct fill.

FINAL ANSWER Blank 2: Infrequently

Summary

By summing 'rarely' and 'infrequently' for females (\(\mathrm{9.5\% + 9.5\% = 19\%}\)), we see this is slightly less than 20%. Thus, '20% of the female' and 'infrequently' are the answers for the blanks in the statement.

Question Independence Analysis

The blanks are not independent: the correct choice for the first blank (gender and percentage) depends on which frequency level is chosen for the second blank, because the cumulative percentages differ by gender and frequency.