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Amity007
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The confusion here comes from the axes, and honestly this is one of the most common MSR scatterplot traps.

The x-axis is GOALS and the y-axis is MATCHES. The problem states that average = goals/matches, which means average = x/y for each point.

For Q1 Statement 2 specifically: when you said "Sergio Aguero goals = 20," I think you're reading the y-value (which is matches, not goals). Goals are on the x-axis. So if Aguero's point is at x=21, he scored 21 goals, not 20. To check whether Aguero scored more goals than Dybala but fewer than Lo Celso, you're comparing x-coordinates, not y-coordinates.

The answer "No" means the statement is NOT definitely false, which means it's either true or uncertain based on the data. Once you correctly read each player's x-value (goals), the comparison should make more sense.

For Q2 (minimum players with more goals than Rodrigo De Paul): find De Paul's point, read his x-coordinate (goals), then count how many of the other 9 points have a higher x-value. That gives you the number of players who scored more goals than he did.

For Q3 (the averages question from the second tab): you need to calculate goals/matches = x/y for each relevant player and then compare those ratios. This is where the scatterplot gets tricky because two points can have the same x or y value but very different ratios.

The big MSR scatterplot trap: heights on the plot feel like "how much" of the y-axis variable, so people instinctively compare y-values even when asked about the x-axis variable. Always read axis labels before doing anything.
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Edskore
Thank you for the reply. It's clear now.
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Edskore
It's taking me far too long to make sense of what is going on here, despite being reasonably good at graphs. Even after figuring out the axes confusion, I don't think I can complete this in the allotted time. How likely is it that I encounter questions of this rigor on the actual test?
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Need solution

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