Match the column graph shown here to the correct box plot.
A column graph has an x-axis ranging from 0 to 90 marked in intervals of 10, and y-axis ranging from 0 to 10 marked in major intervals of 5 and minor intervals of 1. The first bar is at $x=30$x=30 and has a height of $5$5. The second bar is at $x=40$x=40 and has a height of $4$4. The third bar, which is the highest bar, is at $x=50$x=50 and has a height of $6$6. The fourth bar is at $x=60$x=60 and has a height of $4$4. The fifth bar is at $x=70$x=70 and has a height of $5$5.
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A box plot has an horizontal axis ranging from 10 to 90 marked in major intervals of 10 and minor intervals of 5. The minimum value starts at $10$10, the left side of the box is at $20$20, median value is at $50$50, the right side of the box is at $80$80, and the maximum value ends at $90$90.
A
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A box plot has an horizontal axis ranging from 10 to 90 marked in major intervals of 10 and minor intervals of 5. The minimum value at $10$10, the left side of the box is at $60$60, the median value is at $70$70, the right side of the box is at $80$80, and the maximum value ends at $90$90.
B
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A box plot has an horizontal axis ranging from 10 to 90 marked in major intervals of 10 and minor intervals of 5. The minimum value starts at $30$30, the left side of the box is at $40$40, the median value is at $50$50, the right side of the box is at $60$60, and the maximum value ends at $70$70.
C
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A box plot has an horizontal axis ranging from 10 to 90 marked in major intervals of 10 and minor intervals of 5. The minimum value starts at $10$10, the left side of the box is at $20$20, the median value is at $30$30, the right side of the box is at $40$40, and maximum value ends at $90$90.
D
Easy
< 1min
Match the column graph shown here to the correct box plot.
Easy
< 1min
Match the column graph shown here to the correct box plot.
Easy
< 1min
Match the box plot shown to the correct column graph.
Easy
< 1min
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Plan and conduct surveys and experiments using the statistical enquiry cycle:– determining appropriate variables and measures;– considering sources of variation;– gathering and cleaning data;– using multiple displays, and re-categorising data to find patterns, variations, relationships, and trends in multivariate data sets;– comparing sample distributions visually, using measures of centre, spread, and proportion;– presenting a report of findings