Sorryy I'm soooo lost and need a bit of help
You want to test short term memory capacity in preschool children, teenagers, and peoples aged over 65 years.
a) Define your population
b) How could you obtain a random sample from each of these populations?
[can we say something like lottery procedure? loool im so lost]
Give an example of an instruction to participants and one or more experimental procedures that would be considered to be non-standardised.
Suggest a way in which the following concepts could be operationalised: forgetting, anxiety, aggression, crowding, relaxation, stress
Explain why the following research study would be likely to have sample bias: A survey in binge-drinking behaviour in a popular teenage magazine
so many silly questions i know But thanks in advance!
a) Preschool children, teenagers and people aged over 65, although it sounds a bit weird since people is probably inclusive of preschool children and teenagers, i'd still put that
b) A lottery method is fine (usually most common answer, which is good!)
Not sure about the next one
operationalisation:
forgetting = percentage of words that you are unable to recall after seeing a list for 30 seconds
anxiety = nervousness as measured by a Dr.Phil's Anxiety Test
Aggression = Number of offensive words said in the space of one hour
Crowding = Number of people per square metre
Relaxation = Level of Calmness operationalised by the score on a relaxation test
Stress = stress levels as operationalised by the score on the Victorian Stress Test
**Be creative about it, i have provided a numerous amount of ways you can present it, personally I like making up my own test, just so the examiners/markers know that you are doing your best to 'operationalise', or to state how you are measuring it
The teenagers that read popular teenage magazines does not reflect the population. By reading popular teenage magazines, they will be different in certain traits and behaviour, and the teens that do not read teenage magazines will not be able to be chosen for the survey. It is thus a sample bias
Hope it helped !