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demand curve
represents the tastes, preferences, and resulting choices of individual consumers
its shape reflects the utility people get from consuming more of a g/s
utility
a measure of personal satisfaction
individuals try to maxmize utility gained from consumption (just like how producers try to maximize outputs from inputs)
utils
a unit of utility
utility function
shows the relationship between a consumer’s utility and the consumption bundle they consume
consumption bundle
combination of g/s
to maximize total utility, consumers must focus on ____
marginal utility
marginal utility
of a g/s, the change in total utility generated by consuming one additional unit of that g/s
Δ total utility/Δ quantity
marginal utility curve
shows how marginal utility depends on the quantity of a g/s consumed
points plotted at midpoints between numbered quantities
slopes downward → law of diminishing marginal utility
principle of diminishing marginal utility
each successive unit of a g/s consumed adds less to total utility than does the previous unit
additional satisfaction decreases as consumption increases
the more of a g/s you consume, the closer you are to being satiated
not universal, some rare exceptions
budget constraint
limits the cost of a consumer’s consumption bundle to no more than the consumer’s income
cost of consumption bundle ≤ total income
consumption possibilities
the set of all consumption bundles that are affordable, given a consumer’s income and prevailing prices
budget line (BL)
shows the consumption bundles available to a consumer who spends all of their income
on or under BL → afforable
above BL → unaffordable
on the BL, all income is spent
downward sloping; opportunity cost of buying more of one good is buying less of another
optimal consumption bundle
the consumption bundle that maximizes a consumer’s total utility, given their budget constraint
makes the best trade-off between 2 goods
marginal utility per dollar
spent on a g.s, the additional utility from spending one more dollar on that g/s
decreases as consumption increases (diminishing MU)
MU per $ spent on a good = MU of 1 unit of the good/price of 1 unit of the good
MUgood/Pgood
optimal consumption rule
in order to maximize utility, a consumer must equate the MU per $ spent on each g.s in the consumption bundle
@ optimal consumption bundle → MUA/PA = MUB/PB = so on for as many goods there are in the consumption bundle
reshuffling between 2 goods will keep happening until MU per $ is equal for both