Answer:
Annual deposit = $326,265.88
Explanation:
<em>The amount to be set aside annually to accumulate $2.5 million in 7 years time ca n be worked out using the future value of an ordinary annuity formula.</em>
The formula is given as follows:
FV = A×( (1+r)^n - 1)/r).
A= FV/ ((1+r)^n - 1)/r
FV - Future value
A- annual deposit
n- number of years
r- rate of return
FV - $2.5 million
A- ?
n- 7
A=2,500,000 ÷ (1.03^7 - 1)/0.03 = 326,265.88
Annual deposit = $326,265.88
Answer:
$3.10 ; $2.10 and $14.20
Explanation:
The computation of the activity rates is shown below:
For Activity 1
= Budgeted cost ÷ Total budgeted activity of cost driver
= $94,550 ÷ (18,200 + 8,100 + 4,200)
= $94,550 ÷ 30,500
= $3.10
For Activity 2
= Budgeted cost ÷ Total budgeted activity of cost driver
= $53,550 ÷ (7,100 + 13,200 + 5,200)
= $53,550 ÷ 25,500
= $2.10
For Activity 3
= Budgeted cost ÷ Total budgeted activity of cost driver
= $59,995 ÷ (1,175 + 1,000 + 2,050)
= $59,995 ÷ 4,225
= $14.20
Answer:
A and B both are responsible for this result
Answer:
$1.20
Explanation:
Variable cost per pillar is $0.80, there is demand of pillar for 15000 by an outside customer. The selling cost is around $0.40. The total variable cost is $1.20, this is minimum transfer price that can be set by the supplier.
Answer:
co-borrowers
Explanation:
They are joint borrowers that are sharing and have to repay a debt together.