Answer:
Solution:
A.
p_x=3, G_x=\frac {100}{3}=33\frac{1}{3}p
x
=3,G
x
=
3
100
=33
3
1
p_y=5, G_y=\frac{100}{5}=20p
y
=5,G
y
=
5
100
=20
B.
100-0.25\times 100=75100−0.25×100=75
p_x=3, G_x=\frac {75}{3}=25p
x
=3,G
x
=
3
75
=25
p_y=5, G_y=\frac{75}{5}=15p
y
=5,G
y
=
5
75
=15
C.
p_x=6, G_x=\frac {100}{6}=16\frac{2}{3}p
x
=6,G
x
=
6
100
=16
3
2
D.
p_y=5, G_y=\frac{100}{4}=25p
y
=5,G
y
=
4
100
=25
2.
MU_x=68-60=8, p_x=2MU
x
=68−60=8,p
x
=2
MU_y=29-25=4, p_y-?MU
y
=29−25=4,p
y
−?
\frac {MU_x}{p_x}=\frac{MU_y}{p_y}
p
x
MU
x
=
p
y
MU
y
\frac{8}{2}=\frac {4}{p_y}
2
8
=
p
y
4
p_y=1p
y
=1
Answer:Ob
---ways people obtain their wants with limited resources
Explanation:
Economics as defined by Lionel Robbins is the science that studies human behavior as a relationship between ends and scarce means which have alternative uses.
The economy generally is filled with people having unlimited wants but the resources( land, labour, capital and enterpreneur) to satisfying these wants are Limited and scarce . Economics studies how the society (government and businesses)use these scarce resources to satisfy or meet its unlimited wants by providing variety of goods and services from the scarce resources so that people can have choices to choose from in satisfying their limitless wants in order of preferences.
Answer:
$3.55; $3.13
Explanation:
Calculation to determine what The unit production costs for July are:
Using this formula
Unit product cost = (Beginning work in progress + Cost added) / Number of units
MATERIALS
Unit product cost=($8000+$63,000) / 20,000 units
Unit product cost=$71,000/20,000
Unit product cost=$3.55
CONVERSION
Unit product cost = ($3750+$52500) / 18,000
Unit product cost=$56,250/18,000
Unit product cost=$3.125
Unit product cost=$3.13 (Approximately)
Therefore The unit production costs for July are:$3.55; $3.13
To correct avoid high unemployment, one of the measures done by the architects of Bretton woods is to agree on building a limited flexibility into the fixed exchange rate system. In addition, it was stated in the argument that the rules and regulations of the monetary management between the U.S., Canada, Western Europe, Australia, and Japan must be systematically established.
