Answer: b. Net requirements
Explanation: Lot sizing is used to consolidate the calculated net requirements by a certain unit. It puts into consideration cost reduction and work efficiency. One method of lot sizing is the lot-for-lot where the net requirements occurring for each period are the order quantity which generates greater volume of orders with smaller quantities per order and inventory investment as a result of ordering exact requirements only. The order sizes for component parts are essentially determined directly from net requirements.
Answer: The mean income of the three people surveyed is $33,000.
The mean or average of a data set is nothing but the sum total of all the observations in a given set of data divided by the number of observations.
The formula for calculating the mean is:

where
is the mean or average
X₁ , X₂, X₃ .......Xn refers to the observations
N is the total number of observations
Substituting the values in the formula for mean we get,



Answer:
$41,354.98
Explanation:
Required future worth = Annual savings x FVIFA(r%, N) x (1 + r)
Required annual savings ($) = [Required future worth / FVIFA(r%, N)] / (1 + r)
= 725,000 / [FVIFA(10%, 10) * 1.1]
= 725,000 / (15.9374 * 1.1)
= 725,000 / 17.53114
= 41354.98318991235
= $41,354.98
Note: Since this is annuity due (deposit made at beginning of year), FV is divided by (1+r).
Answer:
On $6000 amount customer be taxed
Explanation:
given data
total invest = $10000
current value = $16000
to find out
On what amount customer be taxed
solution
we know customer is invest here total $10000 and
current value is now $16000
so we can say that here payment non qualified deferred, annuity after tax
so tax are paid of earning
so earning = current value - invest
earning = 16000 - 10000
earning = $6000
so on $6000 amount customer be taxed
Answer:
The cost of equity using the DCF method: 4.39%.
The cost of equity using the SML method: 15.01%.
Explanation:
a. The cost of equity using the DCF method:
We have: Current stock price = Next year dividend payment / ( Cost of equity - Growth rate) <=> Cost of equity = Next year dividend payment/Current stock price + Growth rate = 0.3 x 1.04/80 + 4% = 4.39%.
b. The cost of equity using the SML method:
Cost of equity = Risk free rate + beta x ( Market return - risk free rate); in which Risk free rate is rate on T-bill.
=> Cost of equity = 6.3% + 1.3 x ( 13% -6.3%) = 15.01%.