d. Calculate the prices to be paid by individuals A (PA) and B (PB), respectively. PA = RM_ _; PB = RM_ e. Calculate the total quantity of public goods produced (G') assuming individual B is a free rider. G' = unit(s)

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Chapter4: Markets In Action
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microeconomics. answer for d and e

d. Calculate the prices to be paid by individuals A (PA) and B (PB), respectively.
PA = RM_
_; PB = RM_
e. Calculate the total quantity of public goods produced (G') assuming individual B is a free
rider.
G' =
unit(s)
Transcribed Image Text:d. Calculate the prices to be paid by individuals A (PA) and B (PB), respectively. PA = RM_ _; PB = RM_ e. Calculate the total quantity of public goods produced (G') assuming individual B is a free rider. G' = unit(s)
The demand functions of individual A and B for a public good (G) is given by:
PA = 500-2G
&
PB = 200 -0.8G
where, P = price offered by each individual (RM) and G = units of public goods. Suppose the
marginal cost (MC) to produce G is constant, RM250.
a. Derive the aggregate demand equation for the above public good.
Transcribed Image Text:The demand functions of individual A and B for a public good (G) is given by: PA = 500-2G & PB = 200 -0.8G where, P = price offered by each individual (RM) and G = units of public goods. Suppose the marginal cost (MC) to produce G is constant, RM250. a. Derive the aggregate demand equation for the above public good.
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