Answer:
Effect on income= $115,000 decrease
Explanation:
Giving the following information:
Fixed costs= $45,000
Number of units= 20,000
Unitary contribution margin= $8
<u>To calculate the effect on income, we need to use the following formula:</u>
Effect on income= decrease in fixed costs - decrease in contribution margin
Effect on income= 45,000 - 20,000*8
Effect on income= $115,000 decrease
Answer:
The forecast exchange rate in one's year time according to Goldman Sachs is MXN 14.25/USD
Explanation:
The fact that the Mexican Peso will lose 15% of its value to the dollar means that a dollar will command 15% of the current Peso value in a year's time.
Mathematically, MXN 9.5*1.15= MXN14.25 in a year's time.
It also implies that a Mexican with dollars wanting to convert into MXN in a year's time will receive more Peso compared to now.
Opportunity cost of going to college is actually the salary forgone.
With a yearly salary of $15,000 and a rent of $12000 yearly (parents would not let you live at home), we are left with $15000 - $12000 = $3000 per year
For 4 years, the opportunity cost will be 4 x $3000 = $12000
Answer:
1.The money demand will rise by 1.154%
2. The money demanded will fall and for a 1% increase in interest , the money demanded will fall by 0.38%
Explanation:
1. Money demand function
ln(m) = β0 +β1 ln(GDP)+β2R
Suppose β1 = 1.5 , β2 = −0.04 , GDP = $ 100 & R = 3%
ln(m) = 1.5 ln ($100) - 0.04 X 0.03
ln(m) = 6.91
m = 1002.247
Suppose the GDP increases by 1%; the new GDP will be = $ 101
ln(m) = 1.5 ln ($101) - 0.04 X 0.03
ln(m) = 6.92
m = 1013.81
If the GDP increases by 1% ,the money demand will rise by 1.154%
2.
If the interest rate increases from 3% to 4%
ln(m) = 1.5 ln ($100) - 0.04 X 0.04
ln(m) = 6.906155
m = $ 998.400
If the interest rate rises from 3% to 4% , the money demanded will fall and for a 1% increase in interest , the money demanded will fall by 0.38%
The first phase of hacking is the Reconnaissance phase. The Reconnaissance phase is for gathering as much information as possible. It is a vital part of a digital attack.
