imgname stringlengths 13 20 | query stringlengths 14 314 | label stringlengths 1 368 ⌀ | rationale stringlengths 15 1.69k | image imagewidth (px) 800 850 |
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multi_col_21058.png | Was the services percentage higher than 60% in 2015? | yes | 1. Identify the services percentage in 2015: The services percentage in 2015 was 61.85%. 2. Check if 61.85% is higher than 60%: 61.85% > 60%. 3. The answer is yes. | |
multi_col_21058.png | Did the agriculture percentage exceed 6% at any point? | yes | 1. Identify the agriculture percentages: [5.47%, 5.27%, 5.65%, 5.77%, 5.97%, 5.97%, 6.31%, 6.6%, 6.63%, 6.6%, 6.6%]. 2. Check if any percentage is greater than 6%: Yes, several percentages exceed 6%. 3. The answer is yes. | |
multi_col_21058.png | Was the industry percentage below 18% in 2010? | yes | 1. Find the industry percentage in 2010: The industry percentage in 2010 was 17.99%. 2. Check if 17.99% is below 18%: 17.99% < 18%. 3. The answer is yes. | |
multi_col_21058.png | Was the agriculture share greater than the industry share in 2009? | no | 1. Locate the agriculture share in 2009: 5.47%. 2. Locate the industry share in 2009: 18.09%. 3. Compare the two values: 5.47% < 18.09%. 4. Therefore, the answer is no. | |
multi_col_21058.png | Is the industry share in 2019 more than the services share? | no | 1. Get the industry value in 2019: 20.25%. 2. Get the services value in 2019: 59.33%. 3. Compare: 20.25% < 59.33%. 4. The answer is no. | |
multi_col_21058.png | Which sector had the larger percentage in 2016, agriculture or industry? | Industry | 1. Locate the percentage for agriculture in 2016: 6.6%. 2. Locate the percentage for industry in 2016: 19.11%. 3. Compare the values: 6.6% < 19.11%. 4. Therefore, industry had the larger percentage. | |
multi_col_21058.png | What is the combined share of agriculture and industry in 2011? | 23.9% | 1. Identify the agriculture share in 2011: 5.65%. 2. Identify the industry share in 2011: 18.25%. 3. Add the shares together: 5.65% + 18.25% = 23.9%. | |
multi_col_21058.png | What's the sum of the agriculture percentage in 2015 and the industry percentage in 2018? | 26.56% | 1. Find the agriculture percentage in 2015: 6.31%. 2. Find the industry percentage in 2018: 20.25%. 3. Add them: 6.31% + 20.25% = 26.56%. | |
multi_col_21058.png | What's the total of the industry share in 2010 and the services share in 2017? | 77.77% | 1. Get the industry share in 2010: 17.99%. 2. Get the services share in 2017: 59.78%. 3. Add them up: 17.99% + 59.78% = 77.77%. | |
multi_col_21058.png | What is the mean percentage of agriculture from 2009 to 2013? | 5.626% | 1. Identify the agriculture percentages from 2009 to 2013: 5.47%, 5.27%, 5.65%, 5.77%, 5.97%. 2. Add the percentages: 5.47% + 5.27% + 5.65% + 5.77% + 5.97% = 28.13%. 3. Divide the total by the number of years (5): 28.13% / 5 = 5.626%. | |
multi_col_21058.png | What is the average industry percentage between 2014 and 2016? | 18.91% | 1. Get the industry percentages for 2014, 2015 and 2016: 18.36%, 19.26%, 19.11%. 2. Calculate the total: 18.36% + 19.26% + 19.11% = 56.73%. 3. Divide by 3 to get the average: 56.73% / 3 = 18.91%. | |
multi_col_21058.png | What's the mean of the services percentages between 2011 and 2013? | 65.2% | 1. Get the percentages for 2011, 2012, and 2013: 65.87%, 65.45%, 64.28%. 2. Sum these percentages: 65.87% + 65.45% + 64.28% = 195.6%. 3. Divide by the amount of numbers used, 3: 195.6% / 3 = 65.2%. | |
multi_col_21058.png | What's the median percentage of agriculture sector from 2010 to 2014? | 5.77% | 1. List percentages: 5.27%, 5.65%, 5.77%, 5.97%, 5.97%. 2. Values are already ordered. 3. The middle element is 5.77%. | |
multi_col_21058.png | What is the middle value of industry percentage from 2014 to 2018? | 19.26% | 1. Extract the industry percentage from 2014 to 2018: 18.36%, 19.26%, 19.11%, 19.43%, 20.25%. 2. Sort the values: 18.36%, 19.11%, 19.26%, 19.43%, 20.25%. 3. The median value is 19.26%. | |
multi_col_21058.png | What's the median value of services share from 2015 to 2019? | 59.78% | 1. List the services values from 2015 to 2019: 61.85%, 61.25%, 59.78%, 59.33%, 59.33%. 2. Sort the values: 59.33%, 59.33%, 59.78%, 61.25%, 61.85%. 3. Choose the middle element: 59.78%. | |
multi_col_21058.png | What is the most frequent agriculture percentage between 2012 and 2016? | 5.97% | 1. Identify the percentages between 2012 and 2016: 5.77%, 5.97%, 5.97%, 6.31%, 6.6%. 2. Find the value that appears most often: 5.97% appears twice. 3. Therefore, the mode is 5.97%. | |
multi_col_21058.png | What is the industry share that appears the most from 2009 to 2019? | null | 1. List all industry values: 18.09%, 17.99%, 18.25%, 17.99%, 18.09%, 18.36%, 19.26%, 19.11%, 19.43%, 20.25%, 20.25%. 2. 17.99%, 18.09% and 20.25% each appear twice. Since there can be only one mode, the answer is None | |
multi_col_21058.png | What is the mode of the services percentage from 2016 to 2019? | 59.33% | 1. Find the services percentage from 2016 to 2019: 61.25%, 59.78%, 59.33%, 59.33%. 2. Determine the value that occurs most often: 59.33%. | |
multi_col_21058.png | What's the gap between the industry share in 2019 and 2009? | 2.16% | 1. Get the industry share in 2019: 20.25%. 2. Get the industry share in 2009: 18.09%. 3. Calculate the gap between: 20.25% - 18.09% = 2.16%. | |
multi_col_21058.png | What is the subtraction of the agriculture share in 2017 from the agriculture share in 2019? | -0.03% | 1. Find the agriculture share in 2019: 6.6%. 2. Find the agriculture share in 2017: 6.63%. 3. Subtract: 6.6% - 6.63% = -0.03%. | |
multi_col_21058.png | How much larger was the services sector in 2009 compared to 2019? | 8.81% | 1. Get the service percentage in 2009: 68.14%. 2. Get the service percentage in 2019: 59.33%. 3. Subtract the two to get the difference: 68.14% - 59.33% = 8.81%. | |
multi_col_21058.png | For how many years was the agriculture sector share equal to 6.6%? | 3 | 1. Check all of the years and percentages for agriculture: 2009 (5.47%), 2010 (5.27%), 2011 (5.65%), 2012 (5.77%), 2013 (5.97%), 2014 (5.97%), 2015 (6.31%), 2016 (6.6%), 2017 (6.63%), 2018 (6.6%), 2019 (6.6%). 2. Count the number of times it is 6.6%: 3. The value of 6.6% appears 3 times. | |
multi_col_21058.png | In how many years was the industry percentage above 19%? | 5 | 1. List the industry percentages: 18.09%, 17.99%, 18.25%, 17.99%, 18.09%, 18.36%, 19.26%, 19.11%, 19.43%, 20.25%, 20.25%. 2. Identify percentages greater than 19%: 19.26%, 19.11%, 19.43%, 20.25%, 20.25%. 3. Count: There are 5 values above 19%. | |
multi_col_21058.png | How often did the services sector make up more than 65% of the economy? | 4 | 1. List the values for services: 68.14%, 66.54%, 65.87%, 65.45%, 64.28%, 63.64%, 61.85%, 61.25%, 59.78%, 59.33%, 59.33%. 2. Identify which ones are above 65: 68.14%, 66.54%, 65.87%, 65.45%. 3. The amount is 4. | |
multi_col_21058.png | What year had the highest industry percentage? | 2018 | 1. List the industry percentages with years: 2009 (18.09%), 2010 (17.99%), 2011 (18.25%), 2012 (17.99%), 2013 (18.09%), 2014 (18.36%), 2015 (19.26%), 2016 (19.11%), 2017 (19.43%), 2018 (20.25%), 2019 (20.25%). 2. Identify the highest: 20.25%. 3. It happened in 2018 and 2019. 4. Since the question is singular, we pick t... | |
multi_col_21058.png | Which year had the smallest agriculture percentage? | 2010 | 1. Listing the agriculture percentages along with years: 2009 (5.47%), 2010 (5.27%), 2011 (5.65%), 2012 (5.77%), 2013 (5.97%), 2014 (5.97%), 2015 (6.31%), 2016 (6.6%), 2017 (6.63%), 2018 (6.6%), 2019 (6.6%). 2. Find the smallest one: 5.27%. 3. That corresponds to 2010. | |
multi_col_21058.png | What year saw the smallest services percentage? | 2018 | 1. Listing percentages along with their years: 2009 (68.14%), 2010 (66.54%), 2011 (65.87%), 2012 (65.45%), 2013 (64.28%), 2014 (63.64%), 2015 (61.85%), 2016 (61.25%), 2017 (59.78%), 2018 (59.33%), 2019 (59.33%). 2. Identify the smallest: 59.33%. 3. That corresponds to 2018 and 2019. 4. Since the question is singular, w... | |
multi_col_21058.png | Find the difference between the services sector in 2009 and 2019, then add this to the industry percentage in 2015. | 28.07% | 1. Get the value for services sector in 2009: 68.14%. 2. Get the value for services sector in 2019: 59.33%. 3. Subtract: 68.14% - 59.33% = 8.81%. 4. Get the value for industry in 2015: 19.26%. 5. Add: 8.81% + 19.26% = 28.07%. | |
multi_col_21058.png | What is the addition of the smallest agriculture value to the biggest industry value? | 25.52% | 1. The smallest agriculture share is 5.27%. 2. The biggest industry share is 20.25%. 3. Add: 5.27% + 20.25% = 25.52%. | |
multi_col_21058.png | Average the percentages of agriculture in 2009 and 2010. Then, subtract that result from the services percentage in 2011. | 60.5% | 1. Percentages of agriculture in 2009 and 2010: 5.47% and 5.27%. 2. The average of those: (5.47% + 5.27%) / 2 = 5.37%. 3. Services in 2011: 65.87%. 4. 65.87% - 5.37% = 60.5%. | |
multi_col_21058.png | What was the services percentage in 2010 and the industry percentage in 2016? Sum these percentages. | 66.54%, 19.11%, 85.65% | 1. Find the services percentage in 2010: 66.54%. 2. Find the industry percentage in 2016: 19.11%. 3. Sum them: 66.54% + 19.11% = 85.65%. | |
multi_col_21058.png | List the agriculture percentage in 2013, then the industry percentage in 2015, and find their difference. | 5.97%, 19.26%, 13.29% | 1. Get the agriculture value in 2013: 5.97%. 2. Get the industry value in 2015: 19.26%. 3. Subtract: 19.26% - 5.97% = 13.29%. | |
multi_col_21058.png | Report the percentage of the service sector in 2012 and the percentage of the agricultural sector in 2016. Also, calculate the sum of these values. | 65.45%, 6.6%, 72.05% | 1. Value of service sector in 2012 is 65.45%. 2. Value of agriculture sector in 2016 is 6.6%. 3. 65.45% + 6.6% = 72.05%. | |
multi_col_21058.png | What color is used to represent the industry sector? | dark blue | 1. Examine the legend. 2. The industry sector is represented by the color #0f283e. 3. That color is dark blue | |
multi_col_21058.png | What type of chart is being used to display this information? | v_bar | 1. The chart displays values for several categories across a timeline using vertical bars. 2. Thus, the chart must be a vertical bar chart. | |
multi_col_21058.png | In general, how did the percentage of the agriculture sector change from 2009 to 2019? | increase | 1. Note the agriculture percentage in 2009: 5.47%. 2. Note the agriculture percentage in 2019: 6.6%. 3. The agriculture percentage generally increases from 5.47% to 6.6%. 4. Thus, the overall trend is increasing. | |
multi_col_21058.png | How would you describe the trend in the industry sector from 2009 to 2019? | increase | 1. From 2009 to 2014 the values stayed relatively stable. 2. From 2014 to 2019 the values went up. 3. Thus, the sector grew. | |
multi_col_21058.png | What is the trend for the services sector from 2009 to 2019? | decrease | 1. Listing the first and last values: 68.14% and 59.33%. 2. Concluding that the values decreased across time. | |
multi_col_21059.png | Is the percentage of people who considered Obama as 'very liberal' greater than 90%? | yes | 1. Find the percentage of people who considered Obama as 'very liberal': It is 94%. 2. Check if 94% is greater than 90%: Yes, it is. 3. The answer is yes. | |
multi_col_21059.png | Did over 90 percent of those polled consider Trump 'Very conservative'? | yes | 1. Find the percentage of people who considered Trump as 'Very conservative': It is 93%. 2. Verify if 93% is greater than 90%: Yes, it is. 3. The answer is yes. | |
multi_col_21059.png | Do less than 10% of the respondents think Obama is 'Very conservative'? | yes | 1. Look at the percentage of the respondents who think Obama is 'Very conservative': It's 5%. 2. Verify if 5% is less than 10%: Yes, it is. 3. The answer is yes. | |
multi_col_21059.png | Is the percentage of those who see Obama as 'Moderate' more than those who see Trump as 'Moderate'? | yes | 1. Find the percentage of people who considered Obama as 'Moderate': It is 56%. 2. Find the percentage of people who considered Trump as 'Moderate': It is 35%. 3. Compare the values: 56% > 35%. 4. Therefore, the answer is yes. | |
multi_col_21059.png | Is the percentage of people who think Obama is 'Very liberal' bigger than those who think Trump is 'Very liberal'? | yes | 1. Find the percentage of those who think Obama is 'Very liberal': It's 94%. 2. Find the percentage of those who think Trump is 'Very liberal': It's 4%. 3. Compare them: 94% > 4%. 4. The answer is yes. | |
multi_col_21059.png | Which President is more often perceived as 'Very conservative': Obama or Trump? | Trump | 1. Find the percentage of those who think Obama is 'Very conservative': It's 5%. 2. Find the percentage of those who think Trump is 'Very conservative': It's 93%. 3. Compare them: 93% > 5%. 4. Therefore, Trump is more often perceived as 'Very conservative'. | |
multi_col_21059.png | What is the total of percentages of people who believe Trump is 'Somewhat liberal' and 'Moderate'? | 41% | 1. Find the percentage of people who believe Trump is 'Somewhat liberal': It is 6%. 2. Find the percentage of people who believe Trump is 'Moderate': It is 35%. 3. Add those percentages: 6% + 35% = 41%. 4. Therefore, the sum is 41%. | |
multi_col_21059.png | Sum up the percentages of those who believe Obama is 'Somewhat liberal' and those who believe he is 'Moderate'. | 148% | 1. Find the percentage of people who see Obama as 'Somewhat liberal': It's 92%. 2. Find the percentage of people who see Obama as 'Moderate': It's 56%. 3. Sum those percentages: 92% + 56% = 148%. 4. The sum is 148%. | |
multi_col_21059.png | What's the total percentage of individuals unsure if Obama is 'Very liberal' or 'Very conservative'? | 4% | 1. Find the percentage of those who are unsure if Obama is 'Very liberal': It is 2%. 2. Find the percentage of those who are unsure if Obama is 'Very conservative': It is 2%. 3. Calculate the total: 2% + 2% = 4%. 4. The total is 4%. | |
multi_col_21059.png | What is the mean percentage of those who consider Obama as 'Very liberal', 'Somewhat liberal', and 'Moderate'? | 80.67% | 1. Find the percentages of those who consider Obama as 'Very liberal', 'Somewhat liberal', and 'Moderate': 94%, 92%, 56%. 2. Sum these percentages: 94% + 92% + 56% = 242%. 3. Divide by 3 to get the average: 242% / 3 = 80.67%. 4. The average is 80.67%. | |
multi_col_21059.png | Calculate the average percentage of individuals who are unsure whether Trump is 'Somewhat liberal', 'Moderate' or 'Somewhat conservative'. | 4.67% | 1. Identify the percentages for 'Not sure' in 'Somewhat liberal', 'Moderate' and 'Somewhat conservative': 2%, 9%, 3%. 2. Add those percentages: 2% + 9% + 3% = 14%. 3. Divide the sum by 3: 14% / 3 = 4.67%. 4. The average is 4.67%. | |
multi_col_21059.png | What's the average percentage of people who think Trump is 'Very liberal', 'Somewhat liberal', and 'Moderate'? | 15% | 1. Find the percentages of people who think Trump is 'Very liberal', 'Somewhat liberal', and 'Moderate': 4%, 6%, 35%. 2. Add these percentages: 4% + 6% + 35% = 45%. 3. Compute the average: 45% / 3 = 15%. 4. The average is 15%. | |
multi_col_21059.png | What is the median percentage of those who consider Obama as 'Very liberal', 'Somewhat liberal', 'Moderate', 'Somewhat', and 'Very conservative'? | 56% | 1. Identify the percentages for Obama: 94%, 92%, 56%, 8%, 5%. 2. Sort the percentages in ascending order: 5%, 8%, 56%, 92%, 94%. 3. Identify the middle value: 56%. 4. The median percentage is 56%. | |
multi_col_21059.png | What's the median percentage of people who think Trump is 'Very liberal', 'Somewhat liberal', 'Moderate', 'Somewhat', and 'Very conservative'? | 35% | 1. Find the percentages: 4%, 6%, 35%, 89%, 93%. 2. Sort the percentages: 4%, 6%, 35%, 89%, 93%. 3. Determine the middle value: 35%. 4. The median is 35%. | |
multi_col_21059.png | Compute the median percentage of those who answered 'Not sure' across all categories. | 2% | 1. The percentages for 'Not sure' are: 2%, 2%, 9%, 3%, 2%. 2. Arrange in ascending order: 2%, 2%, 2%, 3%, 9%. 3. The middle value is 2%. 4. The median is 2%. | |
multi_col_21059.png | What is the mode of the percentages for the 'Not sure' answers? | 2% | 1. Identify the percentages of 'Not sure': 2%, 2%, 9%, 3%, 2%. 2. Find the value that appears most frequently: 2% appears 3 times. 3. The mode is 2%. | |
multi_col_21059.png | What is the most frequent percentage among Trump's perceptions? | null | 1. Identify the percentages for Trump's perceptions: 4%, 6%, 35%, 89%, 93%. 2. Check which percentage appears most often: None of the percentages repeat. 3. The mode is None. | |
multi_col_21059.png | Determine the mode for Obama's political perception percentages. | null | 1. List the percentages for Obama: 94%, 92%, 56%, 8%, 5%. 2. Identify the most frequently occurring value: None of the values are repeated. 3. The mode is None. | |
multi_col_21059.png | What's the gap between the percentage of people who think Obama is 'Very liberal' and those who think he is 'Very conservative'? | 89% | 1. Find the percentage of people who believe Obama is 'Very liberal': It is 94%. 2. Find the percentage of people who believe Obama is 'Very conservative': It is 5%. 3. Calculate the difference: 94% - 5% = 89%. 4. The gap is 89%. | |
multi_col_21059.png | What's the difference between the percentage of people who see Trump as 'Very conservative' and those who see him as 'Very liberal'? | 89% | 1. Find the percentage of people who believe Trump is 'Very conservative': It is 93%. 2. Find the percentage of people who believe Trump is 'Very liberal': It is 4%. 3. Subtract the latter from the former: 93% - 4% = 89%. 4. The difference is 89%. | |
multi_col_21059.png | What is the result of subtracting the percentage of people unsure about Trump being 'Very liberal' from those unsure about him being 'Moderate'? | 5% | 1. Find the 'Not sure' percentage for 'Moderate': It is 9%. 2. Find the 'Not sure' percentage for 'Very liberal': It is 4%. 3. Subtract the percentages: 9% - 4% = 5%. 4. The result is 5%. | |
multi_col_21059.png | How many categories show 'Very conservative' percentages above 50%? | 1 | 1. Identify the 'Very conservative' percentages: 5%, 93%, 2%. 2. Check if any percentage is greater than 50%: 93% is greater than 50%. 3. Count the number of identified percentages: 1. 4. The number of categories with 'Very conservative' percentage above 50% is 1. | |
multi_col_21059.png | How many categories of Obama perception are below 10%? | 2 | 1. List the percentages of Obama's political perception: 94%, 92%, 56%, 8%, 5%. 2. From the above list the categories that are below 10% are 8%, and 5%. 3. Therefore the answer is 2. | |
multi_col_21059.png | For how many categories of 'Not sure' values is the value equal to 2%? | 3 | 1. The 'Not sure' values are: 2%, 2%, 9%, 3%, 2%. 2. The values are 2% occur 3 times. 3. Therefore the answer is 3. | |
multi_col_21059.png | Which political perception has the smallest percentage for Obama? | Very conservative | 1. Identify Obama's percentages: 94%, 92%, 56%, 8%, 5%. 2. Find the lowest percentage: 5%. 3. Determine the corresponding political perception: 'Very conservative'. 4. The perception is 'Very conservative'. | |
multi_col_21059.png | What political view has the largest percentage for Trump? | Very conservative | 1. Identify Trump's percentages: 4%, 6%, 35%, 89%, 93%. 2. Find the highest percentage: 93%. 3. Determine the corresponding political view: 'Very conservative'. 4. The view is 'Very conservative'. | |
multi_col_21059.png | In which category is the 'Not sure' percentage the highest? | Moderate | 1. Identify the percentages for 'Not sure': 2%, 2%, 9%, 3%, 2%. 2. The maximum is 9%. 3. This corresponds to 'Moderate'. | |
multi_col_21059.png | What is the result of summing the percentage of 'Very liberal' for Obama and the percentage of 'Very conservative' for Trump? | 187% | 1. Find the percentage of people who see Obama as 'Very liberal': It's 94%. 2. Find the percentage of people who believe Trump is 'Very conservative': It's 93%. 3. Sum the percentages: 94% + 93% = 187%. 4. The result is 187%. | |
multi_col_21059.png | What is the average of 'Somewhat liberal' perceptions of Obama and Trump, plus those unsure about Trump being 'Somewhat conservative'? | 52 | 1. Find the 'Somewhat liberal' percentage for Obama: 92%. 2. Find the 'Somewhat liberal' percentage for Trump: 6%. 3. Calculate the average: (92 + 6) / 2 = 49. 4. Find the 'Not sure' percentage for Trump being 'Somewhat conservative': 3%. 5. Add the two values: 49 + 3 = 52. The result is 52. | |
multi_col_21059.png | What do you get if you take the average of Obama's 'Very liberal' and 'Very conservative' ratings, and subtract Trump's 'Very liberal' rating from it? | 45.5 | 1. Find the 'Very liberal' rating for Obama: 94. 2. Find the 'Very conservative' rating for Obama: 5. 3. Take their average: (94 + 5) / 2 = 49.5. 4. Find the 'Very liberal' rating for Trump: 4. 5. Subtract them: 49.5 - 4 = 45.5. 6. The final result is 45.5. | |
multi_col_21059.png | What is the percentage of people who think Obama is 'Moderate', and what is the percentage of people who think Trump is 'Moderate'? What is the total of these two values? | 56%, 35%, 91% | 1. Find the percentage of people who see Obama as 'Moderate': It's 56%. 2. Find the percentage of people who see Trump as 'Moderate': It's 35%. 3. Add the percentages: 56% + 35% = 91%. 4. The answer is 56%, 35%, 91%. | |
multi_col_21059.png | What percentage of people perceive Obama as 'Somewhat liberal' and what percentage view Trump as 'Very conservative'? What is the difference between these values? | 92%, 93%, 1% | 1. Find the percentage of people who perceive Obama as 'Somewhat liberal': It is 92%. 2. Find the percentage of those who view Trump as 'Very conservative': It is 93%. 3. Find their difference: 93% - 92% = 1%. 4. The percentage of 'Somewhat liberal' for Obama is 92%, the percentage of 'Very conservative' for Trump is 9... | |
multi_col_21059.png | What is the median of Trump's perception scores? What is the average of Obama's perception scores? Then, calculate the difference between them. | 35, 51, 16 | 1. Find and sort the percentages for Trump: 4%, 6%, 35%, 89%, 93%. Median = 35%. 2. Find the percentages for Obama: 94%, 92%, 56%, 8%, 5%. Average = (94+92+56+8+5)/5 = 51. 3. Calculate their difference: 51 - 35 = 16. 4. Trump's median score is 35, Obama's mean score is 51, and their gap is 16. | |
multi_col_21059.png | What sort of chart is utilized to portray the provided data? | v_bar | 1. Observe the chart representation. 2. Identify that it uses vertical bars to display different values. 3. Conclude that the chart type is a vertical bar chart. 4. Therefore, the chart type is v_bar. | |
multi_col_21059.png | Describe the trend of Trump being seen as 'Very conservative'. | stable | 1. Find the single 'Very conservative' percentage for Trump: 93%. 2. Since there is only one data point, there's no trend to describe. 3. The answer is stable. | |
multi_col_21059.png | How do peoples' uncertainty about political affiliations change from 'Very liberal' to 'Very conservative'? | stable | 1. The uncertainty about political affiliations in the 'Very liberal' category is 2%. 2. The uncertainty about political affiliations in the 'Very conservative' category is 2%. 3. So it is the same from 'Very liberal' to 'Very conservative'. | |
multi_col_21059.png | What happens to the percentage of those who think Obama is 'Very liberal'? | stable | 1. There's only one value (94%) for Obama being perceived as 'Very liberal'. 2. Thus there is no trend. 3. Thus, the perception is stable. | |
multi_col_21062.png | Did the total value in 2010 exceed 29? | yes | 1. Find the total value in 2010: The total value in 2010 is 29.03. 2. Determine if 29.03 exceeds 29: 29.03 > 29. 3. The answer is yes. | |
multi_col_21062.png | Is the female value for 2016 above 15? | yes | 1. Determine the female value for 2016: The female value in 2016 is 15.57. 2. Determine if 15.57 is higher than 15: 15.57 > 15. 3. So the answer is yes. | |
multi_col_21062.png | Is the male value for 2018 smaller than 16? | yes | 1. Determine the male value for 2018: The value is 15.89. 2. Check if 15.89 is less than 16: 15.89 < 16. 3. So, the answer is yes. | |
multi_col_21062.png | Was the total value in 2013 higher than the total value in 2009? | yes | 1. Find the total value in 2013: The total value in 2013 is 29.77. 2. Find the total value in 2009: The total value in 2009 is 28.79. 3. Compare 29.77 and 28.79: 29.77 > 28.79. 4. The answer is yes. | |
multi_col_21062.png | In 2011, is the female value more than the male value? | yes | 1. Identify the female value in 2011: The value is 14.68. 2. Identify the male value in 2011: The value is 14.58. 3. Compare the values: 14.68 > 14.58. 4. Therefore, the answer is yes. | |
multi_col_21062.png | Is the total value in 2017 greater than the total value in 2008? | yes | 1. Find the total value in 2017: 31.44. 2. Find the total value in 2008: 28.56. 3. Determine if 31.44 is greater than 28.56: 31.44 > 28.56. 4. Therefore the answer is yes. | |
multi_col_21062.png | What is the combination of the total value in 2012 plus the total value in 2015? | 59.98 | 1. Find the total value in 2012: The total value in 2012 is 29.51. 2. Find the total value in 2015: The total value in 2015 is 30.47. 3. Add the two values: 29.51 + 30.47 = 59.98. | |
multi_col_21062.png | What is the total of the female value in 2010 with the female value in 2011? | 29.23 | 1. Determine the female value in 2010: The value is 14.55. 2. Determine the female value in 2011: The value is 14.68. 3. Add the two values: 14.55 + 14.68 = 29.23. | |
multi_col_21062.png | What is the sum of the male value in 2016 plus the male value in 2017? | 30.97 | 1. Determine the male value in 2016: The value is 15.36. 2. Determine the male value in 2017: The value is 15.61. 3. Add the two values: 15.36 + 15.61 = 30.97. | |
multi_col_21062.png | What is the mean of the total value from 2008 to 2010? | 28.793 | 1. Find the total value in 2008: 28.56. 2. Find the total value in 2009: 28.79. 3. Find the total value in 2010: 29.03. 4. Calculate the sum of the values: 28.56 + 28.79 + 29.03 = 86.38. 5. Divide the sum by the number of values (3): 86.38 / 3 = 28.793. | |
multi_col_21062.png | What is the average female value from 2015 to 2017? | 15.58 | 1. Find the female value in 2015: 15.34. 2. Find the female value in 2016: 15.57. 3. Find the female value in 2017: 15.83. 4. Sum the values: 15.34 + 15.57 + 15.83 = 46.74. 5. Divide by the number of values (3): 46.74 / 3 = 15.58. | |
multi_col_21062.png | What is the average of the male values in 2008, 2011 and 2018? | 14.907 | 1. Find the male value in 2008: 14.25. 2. Find the male value in 2011: 14.58. 3. Find the male value in 2018: 15.89. 4. Calculate the sum of the values: 14.25 + 14.58 + 15.89 = 44.72. 5. Divide the sum by the number of values (3): 44.72 / 3 = 14.907. | |
multi_col_21062.png | What is the median of total values from 2014 to 2018? | 30.93 | 1. List the total values from 2014 to 2018: 30.09, 30.47, 30.93, 31.44, 31.99. 2. The values are already sorted. 3. Find the middle value: 30.93. 4. The median is 30.93. | |
multi_col_21062.png | What is the median value for the female values between 2008 and 2012? | 14.55 | 1. Extract the female values between 2008 and 2012: 14.32, 14.43, 14.55, 14.68, 14.82. 2. Arrange the values in ascending order (already sorted). 3. Identify the middle value in the sorted list: 14.55. 4. The median value is 14.55. | |
multi_col_21062.png | Determine the median of the male values from 2013 to 2017. | 15.13 | 1. List the male values from 2013 to 2017: 14.81, 14.95, 15.13, 15.36, 15.61. 2. The values are already sorted. 3. Identify the middle value: 15.13. 4. The median is 15.13. | |
multi_col_21062.png | What is the mode of the total values in the dataset? | null | 1. Identify the total values: 28.56, 28.79, 29.03, 29.26, 29.51, 29.77, 30.09, 30.47, 30.93, 31.44, 31.99. 2. Check for repeated values: No value appears more than once. 3. Therefore, there is no mode. | |
multi_col_21062.png | What is the mode of the values for females? | null | 1. List the values for females: 14.32, 14.43, 14.55, 14.68, 14.82, 14.97, 15.14, 15.34, 15.57, 15.83, 16.1. 2. Determine if any values are repeated: No value appears more than once. 3. There is no mode. | |
multi_col_21062.png | What is the mode of the male values? | null | 1. Identify the male values: 14.25, 14.36, 14.47, 14.58, 14.69, 14.81, 14.95, 15.13, 15.36, 15.61, 15.89. 2. Determine if any values are repeated: No values are repeated. 3. The mode is None. | |
multi_col_21062.png | Determine the gap between the total value in 2018 and the total value in 2008. | 3.43 | 1. Find the total value in 2018: 31.99. 2. Find the total value in 2008: 28.56. 3. Compute the difference: 31.99 - 28.56 = 3.43. | |
multi_col_21062.png | Calculate the subtract between the female value in 2017 and the female value in 2009. | 1.4 | 1. Find the female value in 2017: 15.83. 2. Find the female value in 2009: 14.43. 3. Subtract the values: 15.83 - 14.43 = 1.4. | |
multi_col_21062.png | What is the difference between the male value in 2015 and the male value in 2010? | 0.66 | 1. Find the male value in 2015: 15.13. 2. Find the male value in 2010: 14.47. 3. Calculate the difference: 15.13 - 14.47 = 0.66. | |
multi_col_21062.png | Over how many years was the total value greater than 31? | 2 | 1. List the total values: 28.56, 28.79, 29.03, 29.26, 29.51, 29.77, 30.09, 30.47, 30.93, 31.44, 31.99. 2. Identify the total values greater than 31: 31.44, 31.99. 3. Count the number of values identified: 2. 4. The total value was greater than 31 for 2 years. | |
multi_col_21062.png | How many times does the female value exceed 15.5? | 3 | 1. Examine the female values: 14.32, 14.43, 14.55, 14.68, 14.82, 14.97, 15.14, 15.34, 15.57, 15.83, 16.1. 2. Identify the values greater than 15.5: 15.57, 15.83, 16.1. 3. Count the number of values: 3. 4. So, the female value exceeds 15.5 three times. | |
multi_col_21062.png | In how many years is the male value greater than 15? | 4 | 1. Examine the male values: 14.25, 14.36, 14.47, 14.58, 14.69, 14.81, 14.95, 15.13, 15.36, 15.61, 15.89. 2. Identify the values greater than 15: 15.13, 15.36, 15.61, 15.89. 3. Count the values: There are 4 values. 4. The male value is greater than 15 in 4 years. | |
multi_col_21062.png | What year shows the lowest total value? | 2008 | 1. Inspect the total values: 28.56, 28.79, 29.03, 29.26, 29.51, 29.77, 30.09, 30.47, 30.93, 31.44, 31.99. 2. Determine the lowest total value: 28.56. 3. The lowest total value is in 2008. |
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