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16 Feb 2024, 21:42
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Dropdown 1: fuchsia
Dropdown 2: violet
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
5%
(low)
Question Stats:
97% (01:53) correct
3%
(02:20)
wrong
based on 771
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The circle graph and the bar graph represent the numbers of spools of thread in a warehouse, classified according to color. They both represent exactly the same spools of thread, but the classifications are slightly different. Four of the five color categories on the bar graph correspond exactly to four of the categories represented on the circle graph, but the remaining bar-graph color category comprises two of the categories indicated on the circle graph.
Based on the information provided, select from each drop-down menu the option that creates the most accurate statement.
It can be inferred that, in the bar graph, the spools of thread categorized as V57 include both all of the spools that are categorized as in the circle graph and all of the spools that are categorized as in the circle graph.
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Official Answer
Dropdown 1: fuchsia
Dropdown 2: violet
18 Apr 2024, 20:00
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Given the information provided, in the pie chart, the categories are: plum, orchid, lilac, amethyst, violet, and fuchsia. We already know (by visual matching) that plum = V46, orchid = V34, lilac = V25, and amethyst = V21.
Therefore, the only remaining categories are violet and fuchsia, which exactly correspond to the total number of spools of thread in the V57 category in the pie chart. This suggests that the V57 category in the bar graph includes both all spools categorized as fuchsia in the pie chart and all spools categorized as violet in the pie chart.
Therefore, the only remaining categories are violet and fuchsia, which exactly correspond to the total number of spools of thread in the V57 category in the pie chart. This suggests that the V57 category in the bar graph includes both all spools categorized as fuchsia in the pie chart and all spools categorized as violet in the pie chart.
28 Jan 2025, 18:44
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1. The question asks us which two categories are combined in V57.
2. Let's match each category to the bar graph using the number of spools:
- Plum has 837, which is the same as V46.
- Amethyst has 1200, which is the same as V21.
- Orchid has 1343, which is the same as V34.
- Lilac has 1450, which is the same as V25.
- Fuchsia has 3280, which is the same as none.
- Violet has 3890, which is the same as none.
3. Since fuchsia and violet both don't match, then they're combined to make V57. This can be double checked, 7170 = 3890 + 3280.
4. Our answer will be: D1 - fuchsia and D2 - violet.
2. Let's match each category to the bar graph using the number of spools:
- Plum has 837, which is the same as V46.
- Amethyst has 1200, which is the same as V21.
- Orchid has 1343, which is the same as V34.
- Lilac has 1450, which is the same as V25.
- Fuchsia has 3280, which is the same as none.
- Violet has 3890, which is the same as none.
3. Since fuchsia and violet both don't match, then they're combined to make V57. This can be double checked, 7170 = 3890 + 3280.
4. Our answer will be: D1 - fuchsia and D2 - violet.
