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THE DEMAND FOR MONEY
169
purchasing power for the day’s expenses. The utility function can accord-
ingly be written as:
U
=
U
(
C,
M
__
P
)
.
(6.13)
This utility function generates standard indifference curves that are downward
sloping. The aim of an individual agent is to maximize utility subject to the
income constraint
10
given in Figure 6.1.
Max
{
C
1
,(
M
1
/
P
1
),
(
B
1
/
i
1
P
1
)}
U
(
C
1
,
M
1
___
P
1
)
(6.14)
such that
Y
1
+
Y
2
_______
(1
+
r
1
)
-
i
1
______
(1
+
i
1
)
M
1
___
P
1
=
C
1
+
C
2
_______
(1
+
r
1
)
}
The agent chooses consumption, ...

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