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Comparing Data Across Multiple Figures

Interpretation of Data  · Topic 1.2

Introduction

ACT Science passages rarely give you one figure. They give you three. Students who can connect Figure 1 to Figure 3 in seconds score in the 30s. Students who read each figure in isolation get stuck.

Multi-figure comparison questions appear in nearly every ACT Science passage — roughly 20–25% of the test. These follow a completely learnable two-step pattern.

By the end of this lesson you will be able to:

You will connect a table of enzyme activity to a separate graph of pH levels — two figures sharing one bridge variable — exactly the cross-figure hop ACT Science uses to separate high scorers.

The Concept

The Core Rule

Multi-figure questions always have a bridge variable — one quantity appearing in both figures. Find the bridge, transfer the value, read the answer. Never guess at connections not explicitly shown.

How the ACT tests this

  • Chain questions: read Figure 1 first, use that result as input for Table 2
  • Trend comparison: characterize direction in each figure, then compare
  • Condition matching: match labeled trial conditions across two different displays

Finding the Bridge Variable

Scan both figure titles and axis labels for a shared variable name — same name, same units. Common bridges: temperature, pH, concentration, time, trial number.

  • Scan both figures for shared variable names
  • Check if trial numbers in a table appear as axis labels in a graph
  • Confirm units match — °C vs K may require conversion awareness

The Two-Step Method

Step A: extract a value from the first figure and write it down. Step B: use that value as the lookup key in the second figure. Writing the intermediate value is essential — holding it in memory causes errors.

  • Step A: Read Figure X → write the intermediate value
  • Step B: Use that value to look up the answer in Figure Y
  • Ignore all figures not named in the question

Comparing Trends

Describe each figure's trend in one word (increasing/decreasing/peaked/flat) before comparing.

  • Both increasing = same trend
  • One increasing, one decreasing = opposite trends
  • One flat, one changing = one variable does not respond

Your strategy

  1. Step 1 — Identify which two figures are referenced. Write their labels.
  2. Step 2 — Find the bridge variable appearing in both figures.
  3. Step 3 — Extract the intermediate value from the first figure. Write it down.
  4. Step 4 — Use the intermediate value to look up the final answer in the second figure.

Worked Examples

Easy Example 1 Option D: Correct Species From Table 1, But Wrong Bar Read In Figure 1. Students Rush The Second Lookup After Solving The First Step Correctly.
Table 1 shows light intensity (lux) at maximum photosynthesis for three plant species. Figure 1 shows average leaf area (cm²) for the same three species.
Table 1: Species A=800 lux, B=1200 lux, C=500 lux. Figure 1: Bar graph — Species A=45 cm², B=30 cm², C=60 cm².

According to Table 1 and Figure 1, which species requires the highest light intensity and what is its average leaf area?

  • A. Species A; 45 cm²
  • B. Species B; 30 cm² (Correct answer)
  • C. Species C; 60 cm²
  • D. Species B; 60 cm²
Step 1

Step 1 — Bridge: Species label appears in both figures.

Step 2

Step 2 — Table 1: highest lux = Species B (1200). Write 'Species B'.

Step 3

Step 3 — Figure 1: Species B bar = 30 cm².

Step 4

Step 4 — Answer: Species B; 30 cm². Option B.

Correct answer: B

Why B is correct

Species B = 1200 lux (highest) and 30 cm² leaf area. Correct.

Why other options are wrong

A: Species A = 800 lux, not the highest. Incorrect.

C: Species C = 500 lux, the lowest. Incorrect.

D: Species B is right but 60 cm² is Species C's leaf area — wrong bar read. Incorrect.

⚠ Trap: Option D: correct species from Table 1, but wrong bar read in Figure 1. Students rush the second lookup after solving the first step correctly.

Medium Example 2 Answering 30% Because The Question Says '30°C' — Matching The Number Without Using Either Figure.
Figure 1: reaction rate (mol/s) vs. temperature (°C) for Catalyst X. Figure 2: product yield (%) vs. reaction rate (mol/s).
Figure 1: peaks at 30°C = 0.8 mol/s. Figure 2: linear — 0.8 mol/s → 80% yield.

Based on Figure 1 and Figure 2, what would be the expected product yield at 30°C?

  • A. 30%
  • B. 50%
  • C. 80% (Correct answer)
  • D. 100%
Step 1

Step 1 — Bridge: reaction rate (mol/s) is y-axis of Figure 1 and x-axis of Figure 2.

Step 2

Step 2 — Figure 1 at 30°C: rate = 0.8 mol/s. Write '0.8'.

Step 3

Step 3 — Figure 2 at 0.8 mol/s: yield = 80%.

Step 4

Step 4 — Answer: 80%. Option C.

Correct answer: C

Why C is correct

30°C → 0.8 mol/s → 80%. Correct.

Why other options are wrong

A: 30% = 0.3 mol/s in Figure 2, which is the rate at 50°C in Figure 1. Incorrect.

B: 50% = 0.5 mol/s = rate at 20°C. Misidentifying the temperature. Incorrect.

D: 100% requires 1.0 mol/s, never reached in Figure 1. Incorrect.

⚠ Trap: Answering 30% because the question says '30°C' — matching the number without using either figure.

Hard Example 3 Option D Exploits Axis-scale Confusion: Y-axis Goes To 20s And Students Glance At The Scale Top Instead Of Reading The Moon Data Point's Y-position At 18s.
Table 1 reports maximum height (m) of a projectile on three celestial bodies. Figure 1 is a scatter plot of time of flight (s) vs. maximum height (m).
Table 1: Moon=122m, Mars=54m, Earth=20m. Figure 1: Moon(122m, 18s), Mars(54m, 10s), Earth(20m, 4s). Linear upward trend.

According to Table 1 and Figure 1, on which body does the projectile have the longest time of flight, and what is that time?

  • A. Earth; 4 s
  • B. Mars; 10 s
  • C. Moon; 18 s (Correct answer)
  • D. Moon; 20 s
Step 1

Step 1 — Bridge: maximum height (m) in Table 1 and x-axis of Figure 1.

Step 2

Step 2 — Table 1: highest height = Moon (122 m).

Step 3

Step 3 — Figure 1: Moon data point at x=122 → y=18 s.

Step 4

Step 4 — Answer: Moon; 18 s. Option C.

Correct answer: C

Why C is correct

Moon = highest height (122m) → 18s flight time. Correct.

Why other options are wrong

A: Earth = lowest height and shortest flight. Incorrect.

B: Mars = second-highest, not the longest. Incorrect.

D: 20 s is the top of the y-axis scale, not the Moon's data point. Students misread 18 as 20. Incorrect.

⚠ Trap: Option D exploits axis-scale confusion: y-axis goes to 20s and students glance at the scale top instead of reading the Moon data point's y-position at 18s.

Strategy Tips

  • Preview all figure titles before reading questions — 20 seconds to know where to look
  • Underline the bridge variable name in both figure labels
  • Write the intermediate value physically before going to the second figure
  • Describe each figure's trend in one adjective before comparing
  • If stuck, check whether trial numbers in a table match x-axis labels in a nearby graph

Common pitfalls

Using only one figure when two are needed

Carrying the wrong intermediate value — re-verify before Step B

Assuming figures show the same trend without checking axis directions

Multi-figure questions legitimately take 60–90 seconds. Budget accordingly — do not rush the second lookup.

Summary

  • Every multi-figure question has a bridge variable — find it first, then execute a two-step transfer
  • Write your intermediate value before looking at the second figure
  • Trend comparison: describe each figure in one word before comparing

Take any two related data tables. Practice identifying a shared variable (the bridge), extracting a value from the first, and looking it up in the second. Repeat with three different pairs.

Next: Experimental Design: Variables and Controls All ACT Science lessons