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RESEARCH METHOD COHEN ok

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428 TESTS<br />

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items that polarize – being too easy or too hard<br />

most items might be true or false under certain<br />

conditions<br />

it may not be clear to the student whether facts<br />

or opinions are being sought<br />

as this is dichotomous, students have an even<br />

chance of guessing the correct answer<br />

an imbalance of true to false statements<br />

some items might contain ‘absolutes’ which<br />

give powerful clues, e.g. ‘always’, ‘never’, ‘all’,<br />

‘none’.<br />

To overcome these problems the authors suggest<br />

several points that can be addressed:<br />

avoid generalized statements (as they are<br />

usually false)<br />

avoid trivial questions<br />

avoid negatives and double negatives in<br />

statements<br />

avoid over-long and over-complex statements<br />

ensure that items are rooted in facts<br />

ensure that statements can be only true or false<br />

write statements in everyday language<br />

decide where it is appropriate to use<br />

‘degrees’ – ‘generally’, ‘usually’, ‘often’ – as<br />

these are capable of interpretation<br />

avoid ambiguities<br />

ensure that each statement contains only one<br />

idea<br />

if an opinion is to be sought then ensure that<br />

it is attributable to a named source<br />

ensure that true statements and false<br />

statements are equal in length and number.<br />

Morris et al. (1987), Hanna (1993: 150–2),<br />

Cunningham (1998) and Aiken (2003) also indicate<br />

particular potential difficulties in matching<br />

items:<br />

<br />

<br />

It might be very clear to a student which items<br />

in a list simply cannot be matched to items in<br />

the other list (e.g. by dint of content, grammar,<br />

concepts), thereby enabling the student to<br />

complete the matching by elimination rather<br />

than understanding.<br />

One item in one list might be able to be<br />

matched to several items in the other.<br />

<br />

The lists might contain unequal numbers<br />

of items, thereby introducing distractors –<br />

rendering the selection as much a multiple<br />

choice item as a matching exercise.<br />

The authors suggest that difficulties in matching<br />

items can be addressed thus:<br />

ensure that the items for matching are<br />

homogeneous – similar – over the whole test<br />

(to render guessing more difficult)<br />

avoid constructing matching items to answers<br />

that can be worked out by elimination (e.g. by<br />

ensuring that: (a) there are different numbers<br />

of items in each column so that there are<br />

more options to be matched than there are<br />

items; (b) students can avoid being able to<br />

reduce the field of options as they increase<br />

the number of items that they have matched;<br />

(c) the same option may be used more than<br />

once)<br />

decide whether to mix the two columns<br />

of matched items (i.e. ensure, if desired,<br />

that each column includes both items and<br />

options)<br />

sequence the options for matching so that they<br />

are logical and easy to follow (e.g. by number,<br />

by chronology)<br />

avoid over-long columns and keep the columns<br />

on a single page<br />

make the statements in the options columns as<br />

brief as possible<br />

avoid ambiguity by ensuring that there is a<br />

clearly suitable option that stands out from its<br />

rivals<br />

make it clear what the nature of the relationship<br />

should be between the item and the<br />

option (on what terms they relate to each<br />

other)<br />

number the items and letter the options.<br />

With regard to essay questions, there are several<br />

advantages that can be claimed. For example,<br />

an essay, as an open form of testing, enables<br />

complex learning outcomes to be measured,<br />

it enables the student to integrate, apply<br />

and synthesize knowledge, to demonstrate the<br />

ability for expression and self-expression, and to

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