Answer:
$0.5
Explanation:
A plant's fixed total overhead cost is $500,000 for a year
400,000 widgets are required to be produced for this period
All processes require a 40,000 machine hours and the widgets use 16,000 hours out of the total hours
The first step is to calculate the fixed overhead application rate
= $500,000/40,000
= $12.5 machine-hour
The fixed overhead that is applied to the widgets can be calculated as follows
= $12.5 × 16,000
= $200,000
Therefore, the fixed overhead that is applied to each of the widgets produced can be calculated as follows
= 200,000/400,000
= $0.5
Hence the fixed overhead that is applicable to each widgets is $0.5
Answer:
$ 11, 978,133.75
Explanation:
The grand prize of 15,000,000 is worth the present value of the prize at an 8% interest. The prize is paid every year, meaning its an annuity case.
The present value of an annuity is calculated using the formula
PV = P × <u> 1 − (1+r)−n </u>
r
Where
P $3,000,000
r is 8% 0r 0.08
n is 5
PV = $3,000,000 x <u>1-(1+0.08) - 5</u>
0.08
PV =$3,000,000 x<u> 1 - 0. 6805831</u>
0.08
PV = $ 3,000, 000 x 3.99271
PV = 11, 978,133.75
I THINK it's A but i'm not sure
Answer:
10.77%
Explanation:
FV: $1000
PV: $845.87
PMT: $60
Nper: 40 = (25 years - 5 years ago)* 2 for semi-annual payment
We use excel to calculate semi-annual discount rate by formula Rate(Nper,PMT,-PV,FV)
= rate(40,$60,-$845.87,$1000) = 7.18%
⇒ annual rate = semi-annual rate * 2 = 7.18% * 2 = 14.36%
after-tax cost of debt = 14.36% * (1 - 25%) = 10.77%
<em>Please see excel attached for the calculation</em>
Answer:
We are involved in the game of economics when we spend or receive money..
Explanation:
The economy is determined by the movement of money by individuals, groups or corporations.
