Answer:
d. the search process of matching workers with jobs.
Explanation:
Frictional unemployment is also called "Search Unemployement" is base on the individual's circumstances and is independent of the economy. Commonly is the time "between jobs" when the person is searching for a new job or transitioning from one job to another. This is a temporary unemployement and it can be though like a good sign for the economy since it idemonstrates that people are looking a better job that the one they had before.
Answer:
if YTM at 4% price : $2,902.1237
if YTM at 8% price : $1,788.0448
The bonds are above face value asthey offer a higher coupon payment than the market yield therefore the bond holders are willing to pay above theri face value
Explanation:
the market price of the bond will be the present value of coupo payment and maturity:
C 150.000
time 30
rate 0.04
PV $2,593.8050
Maturity 1,000.00
time 30.00
rate 0.04
PV 308.32
PV c $2,593.8050
PV m $308.3187
Total $2,902.1237
No we repeat the process with the yield at 8%
C 150.000
time 30
rate 0.08
PV $1,688.6675
Maturity 1,000.00
time 30.00
rate 0.08
PV 99.38
PV c $1,688.6675
PV m $99.3773
Total $1,788.0448
Answer:
<u>Adjusting entries:</u>
April 30, legal fees
Dr Legal fees expense 3,500
Cr Legal fees payable 3,500
April 30, accrued interest
Dr Interest expense 3,000
Cr Interest payable 3,000
April 30, wages expense
Dr Wages expense 4,000
Cr Wages payable 4,000
<u>Subsequent entries:</u>
May 12, legal fees
Dr Legal fees payable 3,500
Cr Cash 3,500
May 20, paid interest
Dr Interest expense 6,000
Dr Interest payable 3,000
Cr Cash 9,000
May 3, wages expense
Dr Wages expense 4,000
Dr Wages payable 6,000
Cr Cash 10,000
Answer:
the cost for the running the boarding school for 600 students is $61000
Explanation:
Let x be the constant cost and y be the variable cost . then according to the given condition
total cost=<em><u> x +25y= $3500-------1</u></em>
<u><em>x +50y= $6000----------2</em></u>
Subtracting 1 from 25y= 2500
<u><em>y= 2500/25= $100-----------3</em></u>
<em><u>Putting the value of y from 3 in 1 </u></em>
x+ 25(100)= 3500
x+ 2500= 3500
<u><em>x= 1000$---------4</em></u>
<u><em>Putting the value of y from 3 in 2</em></u>
x+ 50(100)= 6000
x+ 5000=6000
<u><em>x= 1000$----------5</em></u>
<u><em>Putting the values of x and y in 1 for 600 students</em></u>
1000+ 600(100) =1000+ 60000= $61000