Answer:
The correct answer is Resources of the company equal creditors' and owners' claims to those resources.
Explanation:
It can be used to determine that the income or income of the consumer is exactly equal to the expense (purchase) of goods, for the determined period of consumption. In other words, by adding the value spent on the acquisition of goods "x" and goods "y". To have such values it is enough to multiply the number of possible units to acquire - in each of the points - by their respective price and then add them; This can be done at any point in the price line.
This is the situation of countries like Germany,
Where exports > imports...
The results is definitely good for the country. It will increase its trade surplus. This allow the country to amassed a huge number of foreign reserves which they can use to invest abroad..
While countries that import > exports, will experienced trade loss/deficit (just think it like the reverse)
Answer:
The correct answer is 842.1 Pesos and 941.18 Pesos.
Explanation:
According to the scenario, the given data are as follows:
Price of Jeans = $80
So, if exchange rate is $0.095 = 1 pesos
Then pesos required to buy that jeans can be calculated as follows:
Pesos required = $80 ÷ $0.095
= 842.1 Pesos
And if 1 Pesos = $0.085, then
Pesos required = $80 ÷ $0.085
= 941.18 Pesos
Accurate measurement is VERY important in banking because banking is all about exact calculations. If one balance measure is off, the entire bank report will not be acurate. One little mess up and the entire calculation goes wrong.
Answer:
New Beta = 1,17
Explanation:
Portfolio # Beta NEW Beta
$ 5.000 1 1,00 2,00
$ 5.000 2 1,12 1,12
$ 5.000 3 1,12 1,12
$ 5.000 4 1,12 1,12
$ 5.000 5 1,12 1,12
$ 5.000 6 1,12 1,12
$ 5.000 7 1,12 1,12
$ 5.000 8 1,12 1,12
$ 5.000 9 1,12 1,12
$ 5.000 10 1,12 1,12
$ 5.000 11 1,12 1,12
$ 5.000 12 1,12 1,12
$ 5.000 13 1,12 1,12
$ 5.000 14 1,12 1,12
$ 5.000 15 1,12 1,12
$ 5.000 16 1,12 1,12
$ 5.000 17 1,12 1,12
$ 5.000 18 1,12 1,12
$ 5.000 19 1,12 1,12
$ 5.000 20 1,24 1,24
$ 100.000 1,12 1,17
