I don't know if I'm correct or if I'm wrong but correct me, They should strengthen your transcript seems more reasonable.
Solution:
a.
N I/Y PV PMT FV
10 × 2 10 / 2 CPT
PV −1,000.00 100 / 2 1,000
10%/2=5% *1000= 50
n=20
i=5%
pmt 50
fv 1000
Answer: $1,000.00
b.
N I/Y PV PMT FV
5 × 2 10 / 2 CPT
PV −1,000.00 100 / 2 1,000
n=8
pmt 50
i 5%
fv 1000
Answer: $1,000.00
a.
Appendix D
Present value of interest payments:
PVA = A × PVIFA (5%, 20)
= $50 × 12.462
= $623.10
Appendix B
Present value of principal payment at maturity:
PV = FV × PVIF (5%, 20)
= $1,000 × .377
= $377.00
Bond price = $623.10 + 377.00
= $1,000.10
b.
Appendix D
Present value of interest payments:
PVA = A × PVIFA (5%, 10)
= $50 × 7.722
= $386.10
Appendix B
Present value of principal payment at maturity:
PV = FV × PVIF (5%, 10)
= $1,000 × .614
= $614.00
Bond price = $386.10 + 614.00
= $1,000.10
Written policies should be implemented and enforced by all personnel including licensees, managers and staff. ... A good house policy includes instructions from management and input provided by staff and guests. Important topics in a house policy include ways to prevent underage drinking, intoxication and overcrowding.
Answer:
The answer is $1,420,000
Explanation:
Consolidated income statement is the combination of both Pluto and Star individual income statement.
Pluto sales for the year is $1,000,000
Star reported sales $500,000
Sales from star to Pluto $80,000
The amount of sales that will be reported in the consolidated income statement for the year is therefore,
$1,000,000 + $500,000 - $80,000
=$1,420,000
Answer:
maximum profit = $7500
so correct option is c $7500
Explanation:
given data
mean = 500
standard deviation = 300
cost = $10
price = $25
Inventory salvaged = $5
to find out
What is its maximum profit
solution
we get here maximum profit that is express as
maximum profit = mean × ( price - cost ) ..................................1
put here value in equation 1 we get maximum profit
maximum profit = mean × ( price - cost )
maximum profit = 500 × ( $25 - $10 )
maximum profit = 500 × $15
maximum profit = $7500
so correct option is c $7500