Answer:
The present value is $0.86.-
Explanation:
Giving the following information:
Future Value (FV)= $1
Number of periods (n)= 3 years
Interest rate (i)= 5% = 0.05
<u>To calculate the present value (PV), we need to use the following formula:</u>
PV= FV/(1+i)^n
PV= 1/(1.05^3)
PV= $0.8634
The present value is $0.86.-
Answer:
lower costs, leading to higher profits
Explanation:
Improving job satisfaction in the workplace results in better productivity. This is because employees get to enjoy what they do rather than feeling forced to work.
When the workplace is conducive it will result in lower rates of absenteeism and employee turnover.
These in turn lead to lower costs and higher profit.
Staff turnover is costly on the business as new hires have to be trained on the job to be effective.
Answer:
$56,470.59
Explanation:
We need to calculate the principal amount at the beginning of June
Data:
Interest (I) = $400
Rate(r) = 8.5%
Time(t) = 360 days
Solution:
We can calculate the principal amount by rearranging the Interest calculation formula
Formula: I = Prt
Note; Where P in the formula is the principal amount
Now rearrange the formula in order to find principal
P = I/rt
P = $400/(0.085)x(30/360)
P = $400/(0.085)x(0.08333333333333)
P = $400/(0.00708333333333
P = $56,470.59
Note: we only need to find the principal balance of June so we will consider only 30 days of June out of 360 days.
Answer:
When you convert your range of data into an Excel table, by default, the Excel shades every other row in the table, making them easy to read. You can turn on/off the banded-row option from Table Style Options under the Design tab. You can also have banded columns.
Explanation:
The correct answer is: decrease; $195; $190; $165.
A study found the noise from rock concerts to be harmful.
To correct the externality created by the concerts, the government imposes a tax $30 on sale of each unit.
The price of tickets was initially $190.
After the imposition of the corrective tax, the price increased to $195.
This increase in price will cause the demand for tickets to decrease. As a result, the number of concert tickets sold will decrease.
The socially optimal price of the tickets is $195, as this price eliminates externalities.
The private market price is the price which was creating externalities, in this case, it is $190.
We can find the price received by the firms by deducting the tax amount from the new price.
The price received by the firms is
= $195 - $30
= $165