Answer:
(i) $133.12
(ii) $297.6
(iii) $300.8
(iv) $301.6
Explanation:
From the compounding formula;
Future value = Present value 
where r is the rate, m is the number of payment per year, and n is the number of years.
Interest = future value - present value
Given that present value = $800, r = 8%, n = 4 years.
(i) annually,
m = 1, so that;
Future value = 800
= $933.12
Interest = $933.12 - $800
= $133.12
(ii) quarterly,
m = 3, so that;
Future value = 800
= 800(1.372)
= $1097.6
Interest = $1097.6 - $800
= $297.6
(iii) monthly,
m = 12, so that;
Future value = 800
= 800(1.376)
= $1100.8
Interest = $1100.8 - $800
= $300.8
(iv) weekly,
m = 54, so that;
Future value = 800
= 800(1.377)
= $1101.6
Interest = $1101.6 - $800
= $301.6
From what is said the answer is true. that leaves 25000 over your lifestyle budget
Answer:
Large Medium Small
Unit selling price $184 $160 $100
Unit variable cost 130 120 76
Unit contribution margin $54 $40 $24
Autoclave hours per unit 3 2 1
Total process hours per unit 5 4 2
Budgeted units of production 3,000 3,000 3,000
a. Determine the contribution margin by glass type and the total company income from operations for the budgeted units of production.
- total contribution margin for large safety plate glasses = $54 x 3,000 = $162,000
- total contribution margin for medium safety plate glasses = $40 x 3,000 = $120,000
- total contribution margin for small safety plate glasses = $24 x 3,000 = $72,000
b. Prepare an analysis showing which product is the most profitable per bottleneck hour.
contribution margin per autoclave hour:
- large safety plate = $54 / 3 = $18 per autoclave hour
- medium safety plate = $40 / 2 = $20 per autoclave hour
- small safety plate = $24 / 1 = $24 per autoclave hour ⇒ MOST PROFITABLE PRODUCT PER AUTOCLAVE HOUR (BOTTLENECK)
Answer:
The balance in the account = $851.8
Explanation:
The future value of a lump sum is the amount expected at a future date when a sum of money is invested today at a particular rate of interest for certain number of years
.
This implies compounding the initial amount invested ($300) at the given interest rate(11%) for 10 years.This will be done as follows:
<em />
FV = PV × (1+r)^(n)
FV-Future value
r- rate of return per period
n- Number of period
PV - 300
r-11%
DATA
FV- ?
PV - 300
n- 10
FV= 300 × 1.11^10 = 851.83
The balance in the account = $851.8
