Answer:
Retained earnings-Closing = $19,900
Explanation:
Given that,
Revenues = $22,400
Operating Expenses = $15,000
Dividends = $4,500
Retained Earnings(opening) = $17,000
Net Income = Revenues - Operating expenses
= $ 22,400 - $15,000
= $7,400
Statement of Retained Earnings:
Retained earnings-Closing:
= Retained earnings -opening + Net Income - Dividends
= $17,000 + $7,400 - $4,500
= $19,900
The correct term to fill in the blank would be rent. The price paid for the use of someone else's property is called rent. It is a periodic and fixed amount of money paid by one that uses the possession of one.
Answer:
I will accept the offer if the price per painting is $56,312.41 or higher.
Explanation:
We will calculate the present value of the other option which is, selling our painting as a freelancer.
C 315,000.00
time 5
rate 0.2
PV $942,042.8241
Now, we subtract the signing bonus of 100,000
942,042.83 - 100,000 = 842,042.83
And solve for the annual proceeds from the painting we need to equalize the opportunity cost:
PV 842,042.83
time 5
rate 0.2
C $ 281,562.03
Now, we divide by the 5 painting per year:
$281,562.03 per year / 5 painting per year = $56,312.41
Answer:
<em>a. Housing prices are down. </em>
<em>c. Less demand means more options for buyers.</em>
<em> d. Less demand means less competition with other buyers.</em>
Explanation:
During a <em>recession</em> in the economy, the <em>aggregate demand</em> is on a lower side. This makes the housing prices lower. Lower prices due to lower demand, imply more options for the buyers. Lower demand indicates less competition with other buyers for a buyer.
Hence, all (a), (c) & (d) are the main solutions to the problem, that's why it's easier to get a mortgage.
Answer:
The current market price is $ 883.08
Explanation:
The current market price can be ascertained using the pv excel function as follows:
=-pv(rate,nper,pmt,fv)
rate is the semiannual yield to maturity which is 5%/2
nper is the number of semiannual coupons in the bond i.e 10*2=20
pmt is the semiannual coupon=3.5%*1/2*$1000=$17.5
fv is the face value of the bond
=-pv(5%/2,20,17.5,1000)=$ 883.08