ACT® · Science: Evaluating Scientific Arguments and Models with Evidence (8-13 items)
Testing a Simple Hypothesis Against One Presentation (EMI 401)
Testing a claim against data means hunting for the single point that breaks it, not admiring how well most points fit. One bad step is enough to sink the whole claim.
A claim like 'yield rises with temperature' is really a promise about every single step in the data, not most of them. Checking it fast means skipping the urge to describe the whole trend and instead hunting for one weak link: the single pair of adjacent points where the claim's direction could fail. If every step obeys the claim, it survives. If even one step disobeys it, the claim is broken right there, and you can stop looking.
This is why checking beats arguing. Arguing tries to build a story that explains the whole table. Checking just lays the predicted direction (up, down, flat) over the measured steps and watches where they stop matching. That's a ten-second scan instead of a ten-minute debate, because you only need one counterexample, not a full explanation of every number.
This skill sits right next to reading a model's assumptions and judging whether a prototype succeeded, because both of those also come down to comparing a stated prediction against actual measurements. Once you can find the breaking point in one table or graph, you're ready to compare two presentations against each other or test whether a whole experimental setup matches its design claim.
Key terms
- Claim
- A stated prediction about how one variable changes as another changes.
- Consistent with the data
- Every single measured point agrees with the claim's predicted direction, with no exceptions.
- Breaking point
- The specific pair of data points where the measured trend first contradicts the claim.
- Step
- The change between two adjacent data points in a table or graph.
Watch it explained
- How it worksHow do you test a stated prediction by hunting for the one data point that would break it?
- How it worksWalk me through laying a predicted trend over measured data and watching where the two part ways.
- Worked exampleFind whether a claim that yield rises with heat survives 8 g at 30 C, 11 g at 40 C and 6 g at 50 C.
- Common mistakeWhy isn't a claim that matches most of the data the same as a claim consistent with the data?
Check yourself
End of topic.