Exam 2 Flashcards
Consumer’s optimal choice definition
- tangent of the constraint and indifference curve
- find the pt on the budget constraint that is on the highest indifference curve
consumer’s optimal choice equation
MRSxy=Px/Py
marginal rate of substitution = price ratio
price ratio
Px/Py
how many units of ‘y’ HAVE to give up to get one more unit of ‘x’
marginal rate of substitution
MUx/MUy
-how many units of ‘y’ WILLING to give up for one more unit of ‘x’
if MRS>price ratio, then
level of utility rises
an increase in income (for normal goods) causes
- the budget constraint to shift to the right parallel
- new optimal is made
income consumption curve
-connection of all the optimal points
Engel curve
- quantity v income
- if pos slope- normal good
- if neg slope-inferior good
change in price effect on the budget constraint
curve rotates out off the y-intercept
total effect
=substitution effect+income effect
substitution effect
-as prices rise, buy more of the relatively cheaper goods
income effect
-change in consumers’ consumption choices that result from a change in purchasing power of income
to extract substitution effect
- take new budget constraint and shift in parallel until it’s tangent to the old indifference curve
- new point is A’
- the difference in Q between A and A’ is the substitution effect
to extract the income effect
- take new budget constraint and shift in parallel until it’s tangent to the old indifference curve
- new point is A’
- the difference in Q between B and A’ is the substitution effect
law of demand 2 reasons why
- as price decreases the Qd increases
1. the good gets relatively cheaper than substitutes (buy more)
2. the real income increases
the income effect (inferior goods)
will be neg.
Giffen good
- violates the law of demand
- has a positive slope demand curve
production function
Q=f(K,L)
Q-KaLb
variable input
Q can be changed over a relatively short period of time
fixed input
Q can’t be changed over time
long run
period of time that is long enough that all inputs can be variable
short run
period of time where at least one input is fixed
Increasing the amt of labor…
- can take advantage of specialization and division of labor
- increasing returns
diminishing returns
- as keep adding labor the output increases by smaller and smaller amts, eventually going negative
- starts when marginal product goes down