Answer:
6.86011 Turkish liras per US dollar
Explanation:
US's inflation 3% for the next 3 years
Turkey's inflation 7% for the next 3 years
current Lira/Dollar spot rate (L/$) = 5.6702 (liras per dollar)
- inflation rate US = (1 + 0.03)⁵ = 1.159274
- inflation rate Turkey = (1 + 0.07)⁵ = 1.402552
difference = 1.402552 / 1.159274 = 1.20985 x current spot rate = 1.20985 x 5.6702 = 6.86011
Since the Turkish inflation rate is higher than the American inflation rate, then the Turkish lira will depreciate faster than the US dollar.
Answer:For example, the Ricardian model of trade, which incorporates differences in technologies between countries, concludes that everyone benefits from trade, whereas the Heckscher-Ohlin model, which incorporates endowment differences, concludes that there will be winners and losers from trade.
Answer:
$14,800
Explanation:
Rosie's has 1,300 shares outstanding at a market price of $10
Sandy's had 2,000 shares outstanding at a market price of $23
The incremental value of the acquisition is $1,800
Therefore, the value of Rosie's to Sandy's can be calculated as follows
=( 1,300×$10)+$1,800
= $13,000+$1,800
=$14,800
Hence the value of Rosie's to Sandy's is $14,800
18a.
the y-intercept is the value of the function at x = 0.
so y-intercept is 5/8.
constant multiplier you can find by dividing a y-value by the previous y-value:
(y at x = 1) / (y at x = 0) is
(15 / 32) / (5 / 8)
but dividing by fraction is same as multiplying by reciprocal:
(15 / 32) · (8 / 5) ⇒ (15 · 8) / (32 · 5) ⇒ (3 · 1) / (4 · 1) = 3/4
(since 15 and 5 cancel to 3 and 1; 8 and 32 cancel to 1 and 4
the constant multiplier is 3/4 (you can confirm by repeat multiplying the y-values by 3/4 to get the next one)
18b.
y-intercept is 0.01
constant multplier:
(y at x = 1) / (y at x = 0) = 0.1 / 0.01 = 10
constant multiplier is 10
18c.
y = m/n(o/p)^x
y intercept is at x = 0:
y = m/n(o/p)^0
since anything to power of 0 is 1, we are left with
y = m/n
y-intercept is m/n.
The constant multiplier is o/p
i don't really have news papers or magazines around for that last bit, but if you could look for population data and such they can be exponential.
