Answer:$27.78
Explanation:
Expected value of debt after one year = (40* .60)+(15*.40)
= 24 + 6
=$ 30
Current value of debt = Value at 1year / (1+r)^n
= 30/ (1+.08)^1
= 30 / 1.08
=$ 27.78
Answer:
$5,641
Explanation:
DEPOSIT NOW
$1000 * FVIF 9%,8 PERIODS
= $1000 * 1.9926
= $1992.6
IN 2 YEARS
= $2000 * FVIF 9%,6 PERIODS
= $2000 * 1.6771
= $3354.20
IN 5 YEARS
= $8000 * FVIF 9%, 3 PERIODS
= $8000*1.2950
= $10360
WITHDRAWAL: IN 3 YEARS
= ($3000) * FVIF 9%, 5 PERIODS
= ($3000) * 1.5386
= ($4615.80)
IN 7 YEARS
= ($5000) * FVIF 9%, 1 PERIOD
= ($5000) * 1.0900
= ($5450)
Total value = $1992.6 + $3354.20 + $10360 - $4615.80 - $5450
Total value = $5,641
So, the total future value after eight years is $5,641
Answer: $275,000
Explanation:
Given that,
Annual net income = $22,000
Capitalization rate = 8%
Value of the property = ?
Capitalization rate = 
8% = 
Value of the property = 
= $275,000
Answer:
1. T=19.5n+91.75, where n<70
2. T=15n+45, where n≥70
Explanation:
1. The first linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$19.50
Number of people=n
Service charge=$91.75
Replacing;
T=(19.5×n)+91.75
T=19.5n+91.75
The first equation: T=19.5n+91.75, where n<70
2. The second linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$15
Number of people=n
Service charge=$45
Replacing;
T=(15×n)+45
T=15n+45
The second equation: T=15n+45, where n≥70
Answer:
Yes
Explanation:
There was an agreement or promise between Brett and Natalie which made Brett purchase the materials with his own money