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Integrating Science Inquiry Across the Curriculum - Fibonacci-Project

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10<br />

The mystery box<br />

‘The mystery box’ makes different noises when shaken. The pupils are asked to conjecture what might be making<br />

<strong>the</strong> sounds and how. They are required to support <strong>the</strong>ir <strong>the</strong>ories by deduction. When <strong>the</strong>y are given <strong>the</strong> additional<br />

information that <strong>the</strong> contents come from a typical kitchen, <strong>the</strong>y recognise that this assists by narrowing down<br />

<strong>the</strong>ir options. This replicates <strong>the</strong> process of refining and improving hypo<strong>the</strong>sising as additional data is collected.<br />

Black-box activities present children with challenges similar to those encountered by scientists. Scientists are<br />

often presented with problems where <strong>the</strong>y don’t have all <strong>the</strong> information – so it is like a ‘black box’ where <strong>the</strong>y<br />

can’t see inside. They still have to use what <strong>the</strong>y can observe to come up with <strong>the</strong>ories about what is happening.<br />

The ‘hole’ picture<br />

‘The hole picture’ 4 sets out to help pupils to make deductions from very limited data, where, like some scientists,<br />

it may never be possible to have all <strong>the</strong> information about <strong>the</strong> ‘whole’ picture (e.g. astrophysicists). Different<br />

groups are given <strong>the</strong> same photograph which is covered but has small holes that show <strong>the</strong> underlying picture.<br />

The pupils have to suggest what <strong>the</strong> picture might be. Then <strong>the</strong>y are asked to improve or rethink <strong>the</strong>ir deductions<br />

after sharing information with o<strong>the</strong>r groups who have <strong>the</strong> same picture with holes in different places.<br />

Pupils’ suggestions for what <strong>the</strong> ‘hole picture’ might show.<br />

The cube<br />

‘The cube’ has simple words on <strong>the</strong> faces of a cube. All <strong>the</strong> words (e.g.<br />

fat, bat, hat) are linked in a logical way. The pupils are asked to deduce<br />

<strong>the</strong> word on <strong>the</strong> one face that is hidden. In <strong>the</strong> same way scientists use<br />

patterns in <strong>the</strong>ir observations to make deductions and hypo<strong>the</strong>ses.<br />

Towards <strong>the</strong> end of <strong>the</strong> activity, <strong>the</strong> groups of pupils discover that <strong>the</strong>ir<br />

deductions, while logical, are not <strong>the</strong> same as o<strong>the</strong>r groups. In <strong>the</strong> same<br />

way scientists do <strong>the</strong>ir best with <strong>the</strong> data <strong>the</strong>y have but must recognise<br />

that <strong>the</strong>re are no fixed answers.<br />

4<br />

The hole picture and cube activities have been adapted from Lederman and Abd-El-Khalick, 1998.

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