Lesson 18

Use Data to Test a Claim

Support, limit, and critique claims using an authentic dataset

Success criteria

Learn and explain

Suppose a paper-plane design flew past a target line in 9 of 12 trials. That is 75% of these trials. The result supports the claim “this design often passed the line in our test.” It does not prove that it always works, that it beats every design, or that wind had no effect.

Use this reasoning chain:

  1. Claim: precise and answerable.
  2. Evidence: numbers or observations that actually address it.
  3. Reasoning: why those numbers matter.
  4. Limitation: what the sample or method cannot establish.

Independent practice

The design passed the line in 9 of 12 trials. What percentage is that?

%

Which claim is best supported?

Unfamiliar transfer — graph detective

Two products score 90 and 100. A graph starting at 90 uses its full plotting height for their 10-point difference; a graph starting at 0 uses only one tenth of that height for the same difference. The truncated axis therefore magnifies the visible difference by a factor of 10.

What is the most responsible response to the truncated graph?

Collect or reuse one small authentic dataset. Make a graph by hand, write one supported claim, and name one limitation. Ask another person what they think the graph says; revise if their interpretation differs from yours.

Delayed check

One to two weeks later, inspect an unfamiliar graph from a newspaper, school notice, or advertisement. Record its source, claim, evidence, scale, and one question you would ask before believing it.

Evidence path

Save the final graph, raw data, supported claim, limitation, and revision note to jeremy/portfolio/math/unit-6/lesson-18-data-claim/.

Next step

Learning record

Evidence and next step

Saved on this browser

Completion is not mastery. Save the durable work in the repository, then record its path here.