Answer:
PV= $50,981.17
Explanation:
<u>First, we need to calculate the future value at the end of the period:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual payment
FV= {7,500*[(1.071^19) - 1]} / 0.071
FV= $283,234.78
<u>Now, the present value:</u>
PV= FV/(1+i)^n
in this case n=25 years
PV= 283,234.78 / (1.071^25)
PV= $50,981.17
<u>Solution and Explanation:</u>
Assume US Investor need 1000 Pound after 90 days:
Option 1: Forward Option:1000 pound = 1000 multiply with 1.98 = $1980
<u>
Option 2: Invest in UK:
</u>
Need 1000 pound after 90 days
so, Invest in UK pound today 1000 divide by 1.04= 961.5385
to get 961.5385 today he need to pay = 961.5385 multiply with $2 ( Current Spot Rate)
= $1923.077
<u>
Option 3 : Invest in US:
</u>
Need 1000 Pound after 90 days
so forward Exchange rate 1.98 he need 1000 pound* 1.98 = 1980 $ after 90 days
so invest today 1980/1.02 = $1941.176
<u>
Advise: Option 2 is best , Invest in UK Bonds
</u>
Answer:
$129,600
Explanation:
Calculation for want the total budgeted manufacturing overhead for october is
Using this formula
Total budgeted manufacturing overhead = Variable manufacturing overhead + Fixed manufacturing overhead
Let plug in the formula
Total budgeted manufacturing overhead= (8,000 × $1.70) + $116,000
Total budgeted manufacturing overhead = $13,600 + $116,000
Total budgeted manufacturing overhead= $129,600
Therefore the total budgeted manufacturing overhead for october is $129,600
Answer:
Break-even points = 265.38
Explanation:
Given:
Fixed cost = $3,450
Variable costs = $12
Selling price = $25
Number of balls sold = 300
Find:
Break even costs
Computation:
Contribution per unit = Sales - Variable costs
Contribution per unit = $25- $12
Contribution per unit = $13
Break-even points = Fixed cost / Contribution per unit
Break-even points = $3,450 /$13
Break-even points = 265.38