AC9S9I01 · YEAR 9 · INQUIRY

Questions, Hypotheses and Models

ACARA v9 CONTENT DESCRIPTION develop investigable questions, reasoned predictions and hypotheses to test relationships and develop explanatory models
Builds on earlier work writing investigable questions and reasoned predictions. Here the hypothesis is asked to do more: not just to guess an outcome but to propose an explanatory model, a mechanism that says why the relationship should hold. The scenario is energy efficiency. A beaker of warm water cools through its surface, and a wool jacket is the insulation under test.

From a wondering to an investigable question

Wrap a warm beaker in a wool jacket and it stays warm longer than a bare one. You might wonder whether a thicker jacket slows the cooling even more. To turn that into a question science can test, point it at one thing to change and one thing to measure: how does the thickness of the wool jacket affect how fast the water cools? The jacket thickness is the independent variable; the temperature drop over a fixed time is what you measure.

Frame the question: pick the one thing to change
You want to know whether a thicker wool jacket slows the cooling of warm water. To make the question testable, choose the single variable you will change on purpose.
Warm water cools as heat escapes through the beaker walls. You suspect insulation thickness matters. To ask a question science can test, you must change just one thing across your trials.
Variable being tested: The thickness of the wool jacket (this one we change)
Which one variable you change on purpose
Not a fair test yet: more than one thing is changing, so you could not tell which change caused the result. Hold every other variable the same.

Predict, then propose an explanatory model

A reasoned prediction states what you expect to observe and gives a reason: a thicker jacket will leave the water warmer after ten minutes. A hypothesis reaches further and proposes the mechanism, an explanatory model of why. Wool traps pockets of still air, and still air is a poor conductor of heat. If a thicker jacket holds more trapped air, then heat passes through it more slowly, so the water cools more slowly. That if-then chain is the hypothesis; the warmer final reading is the prediction it leads to. Keeping the two apart separates the proposed explanation from the observable outcome you can check.

Test the relationship to refine the model

The hypothesis is only testable if thickness is the one thing that differs between trials, so hold everything else steady: the same starting temperature, the same volume of water, the same beaker and the same room. With the test fair, you fit jackets of several thicknesses and record the temperature drop over a set time for each. A table of numbers can hide the trend, but a graph makes the relationship leap out. If the model holds, the cooling should ease off steadily as the jacket grows thicker, and the shape of that curve lets you refine the model rather than simply accept or reject it.

See the relationship between thickness and cooling
The temperature drop over ten minutes was recorded for five jacket thicknesses. Switch between the table, bar chart and line graph and watch the pattern appear.
As the jacket gets thicker, the temperature drop gets smaller and the fall levels off. That pattern matches the model: more trapped still air conducts heat poorly, so each extra layer slows the cooling, with less effect once the air is already doing most of the insulating.

Check before you trust the pattern

A real data set sometimes carries a reading that does not fit. Before you accept that the relationship holds, scan the results for any single trial that breaks the steady trend. A point that jumps away from the others is a signal to repeat that trial, not proof that the model is wrong.

Spot the trial to recheck
The temperature drop was measured again across six rising thicknesses. One reading does not fit the steady decline.
Click the point that does not fit the pattern of the others.

Which statements are real hypotheses?

A hypothesis that builds an explanatory model is more than a hunch. It proposes a why, using a known idea such as the poor conduction of trapped air, and it can be tested. Sort the statements below: the genuine hypotheses offer a mechanism that links thickness to cooling, while the rest are bare guesses or facts that sound related but explain nothing.

Hypothesis or just a guess?
A real hypothesis proposes a testable mechanism, an explanatory model. Decide which statements qualify.
Claim: A proper hypothesis explains why a thicker wool jacket slows cooling, using the idea that trapped still air conducts heat poorly, and can be tested.
If a thicker jacket traps more still air, then heat conducts through it more slowly, so the water cools more slowly.
More trapped air means more poor-conducting layers between the water and the room, so heat escapes more slowly.
The water will just stay warmer, no reason needed.
Because still air is a poor conductor, a thicker air-filled jacket should give a smaller temperature drop, which we can measure.
The wool jacket used in the thick trial was a pleasant shade of grey.
Decide whether each statement is evidence for the claim, or not.

Why this matters

Sharpening a wondering into an investigable question, predicting what you will see, and proposing a hypothesis that explains why, with a model, is the engine of every investigation. A prediction tells you what to look for; an explanatory model tells you why it should happen and gives the model something to be tested against. Testing the relationship does not just pass or fail the idea, it refines it. That is how an engineer turns a warm beaker into real evidence about how insulation saves energy.

Quick self-check
1. Which of these is an investigable question for the insulation test?
2. A prediction and a hypothesis are not the same. Which statement is the hypothesis?
3. What makes a hypothesis an explanatory model rather than a bare guess?
4. To test how jacket thickness affects cooling fairly, what must be held constant?
5. A steady pattern of slower cooling as the jacket gets thicker does what to the model?