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olivepug693Lv1
23 Feb 2018
Using the original elasticities of demand and supplyâ (i.e.,
Upper E Subscript Upper SESequals=1.5
and
Upper E Subscript Upper DEDequals=minusââ0.5),
calculate the effect of a
3030â-percent
decreasedecrease
in copper demand on the price of copper.
Recall that the demand equation is
Qequals=27minusââ3P,
the supply equation is
Qequals=minusâ9plus+â9P,
the initial equilibrium price is
âP*equals=â$3.00
â(dollars perâ pound), and the initial equilibrium quantity is
âQ*equals=18
â(million metric tons perâ year).
Using the original elasticities of demand and supplyâ (i.e.,
Upper E Subscript Upper SESequals=1.5
and
Upper E Subscript Upper DEDequals=minusââ0.5),
calculate the effect of a
3030â-percent
decreasedecrease
in copper demand on the price of copper.
Recall that the demand equation is
Qequals=27minusââ3P,
the supply equation is
Qequals=minusâ9plus+â9P,
the initial equilibrium price is
âP*equals=â$3.00
â(dollars perâ pound), and the initial equilibrium quantity is
âQ*equals=18
â(million metric tons perâ year).
2 Jun 2021