lecture 3 - scarcity, work and choice Flashcards
what has technological progress been accompanied by?
dramatic rise in wages
what has happened to working hours in many countries?
changes in legal boundaries such as there may be a maximum amount of hours in which someone can work
how have people used economic progress?
to consume more goods but also enjoy more free time
how do have people enjoyed more free time but also consumed more?
the average working hours have feel whilst wages have risen
what has happened since late 1800s?
living standards have increased
what model is used in the unit?
the model of individual choice
shows different countries average ours and gdp per capita
what is hard to measure in relation to jobs?
work and effort
how do economics normally measure labour due to work and effort being immeasurable
number of hours worked individuals engaged in production
what is the assumption surrounding working hours?
the more hours worked the more goods produced
why is there a problem with using ceteris paribus when looking at the outcome of people with different working hours?
there may be factors that affect the way that they work rather than it just being the hours they put in
e.g difference in general mentality
what is production function?
en equation that expresses the relationship of factor inputs used by someone to the amount of output as a result
there is at least one fixed factor input
e.g studying
the amount of hours studying (input) relates to grade (output)
what would be a marginal product in this unit?
effect of an output if they were to work/study for an extra hour
how come as the curve increases marginal product diminishes?
as they study more it will start to flatten out due to various factors such as lack of sleep
production function would start to decrease
if production function slope strats to flatten due to marginal product becoming negative, what is this production function shape known as?
concave
how do you work ou the slope on the model of individual choice?
vertical distance / horizontal distance
e.g marks / hours
= the production function