Due: Friday 24 September, 4pm
Note: The value of each question is indicated in brackets at the end of the question.
GNP | $1,000,000 |
Gov Exp | 200,000 |
Gov Deficit | 50,000 |
National Savings | 200,000 |
Investment | 150,000 |
NFP | 25,000 |
Calculate: (2 marks each)
Year 1 | Year 2 | |||
Quantity | Price | Quantity | Price | |
Jeans | 1000 | $25 | 1200 | $30 |
Haircuts | 5000 | $5 | 4000 | $5 |
Textbooks | 3000 | $50 | 3000 | $55 |
e) Spvt+Sgov=I+CA
200,000 = 150,000 + CA ;
CA = 50,000
CA = I + NX + NFP = 150,000
+ NX + 25,000 ; NX = 25,000
b) Spvt = I + CA - Sgov = 200,000 - (-50,000) = 250,000
a) Y = C + I + G +NX
975 = C + 150,000 + 200,000 + 25,000
C = 600,000
c) DY = Y + NFP +TR + INT - T
TR = 0 and INT =0 but Deficit = G-T so T=200,000 - 50,000
= 975 + 25 + 0 + 0 - (150,000)
= 850
a) CPI(1) = 100
CPI(2) = base year output
at current prices/ base year output at base year prices
= 1000*30+5000*5+3000*55/1000*25+5000*5+3000*50
= 1000*(30+25+165)/1000*(25+25+150)
= 110/100
=110
Inflation = CPI(2)-CPI(1)
/ CPI(1) = 110-100/100 = 10%
b) GDP def(1) = 100
GDP def(2) = current basket at current prices/ current basket at old
prices.
= 110.5
Inflation = 10.5%
c) The deflator shows a higher
inflation rate because the consumption bundle changed over the period
toward more expensive jeans and textbooks and away from less
expensive haircuts. In general, both prices and consumption bundles change
over time. The variable weight measures tends to keep up with these
changes but the fixed weight index does not adjust for the change in the
bundle purchased. In general we would expect the two to differ.