Science · Original worked example
Read the axes before interpreting the trend
Read an original science graph, compare measured values, and separate an observed pattern from an unsupported causal claim.
Before you begin
Useful foundation: Read a numbered scale and subtract two values with the same units.
Your goal: Use a graph’s labels, scale, and measured points to answer a precise comparison question.
Identify what each axis measures and its units. Locate the requested values before interpreting a pattern. A measured association alone does not establish its cause.
Work through an example
In a controlled lamp setup, a sensor measured current at four light levels: 20% → 2 mA, 40% → 5 mA, 60% → 8 mA, and 80% → 11 mA.
| Light level | Current |
|---|---|
| 20% | 2 mA |
| 40% | 5 mA |
| 60% | 8 mA |
| 80% | 11 mA |
- The horizontal axis is lamp light level in percent. The vertical axis is sensor current in milliamperes (mA).
- At 40% light, current is 5 mA. At 80%, it is 11 mA.
- The increase between those measured points is 11 − 5 = 6 mA. Keep the units in the answer.
- The observed pattern is increasing current at the measured light levels. These data do not show what happens above 80% or explain the sensor’s physical mechanism.
Try a question yourself
Choose an answer, then check your reasoning. This public practice is not saved.
Read all answer explanations
8 mA: 8 mA is the final reading. The question asks for the increase from the starting reading of 2 mA.
10 mA: Adding 2 and 8 does not find the change. Subtract the initial value from the final value.
6 mA — correct answer: Yes. Current rises from 2 mA to 8 mA, an increase of 8 − 2 = 6 mA.
40 mA: 40 is the difference in light-level percentage points. The requested quantity is current, in mA.
What to do next
Compare two series on a graph, then practice distinguishing a measurement from an explanation of why it occurred.
Revisit the idea in a week using a different question. Repeating this example can help you understand it, but remembering its answer is not evidence of learning a new problem.
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Browse all four subjects →These original practice examples are independent of ACT and are not official test questions.