Answer:
The answer is: $1,219,000
Explanation:
Net capital spending (NCS): is the amount of money a company invests in acquiring new fixed assets.
We use the following formula:
Net Capital Spending = ending fixed assets – beginning fixed assets + depreciation
NCS = $3,300,000 - $2,400,000 + $319,000 = $1,219,000
Answer:
Explanation:
glass , wool , hair , silk , ebonite , rubber
On this series , material lower on the list acquires negative charge when rubbed with material on the upper end of the list.
Answer:
Present Value= $14,285.71
Explanation:
Giving the following information:
You are thinking of building a new machine that will save you $1,000 in the first year.
The machine will then begin to wear out so that the savings decline at a rate of 2 % per year forever.
Interest rate= 5%
We need to use the formula of a perpetual annuity. Because of the wear out, we need to sum it to the interest rate the 2%
PV= Cf/(i-wear put)
PV= 1,000 / (0.05 + 0.02)= $14,285.71
Answer:
Antonio and Replacement of Golf Clubs
a. He should cash the CD and use the proceeds to finance part of the golf clubs.
b. The reason is that he would pay more in in-store financing totaling $37.06 per annum than the net interest he would generate from the CD totaling $23.18 per annum. And Antonio would incur a net loss of $13.88 if the CD was renewed unlike the $5.74 if the CD were not renewed.
Explanation:
Option 1: Renew Certificate of Deposit (CD):
Interest earned = $33.48 ($600 * 5.58%)
Taxes = 10.30 ($33.48 * 30.75%)
Net Income = $23.18
Cost of in-store financing = $37.06 ($710 * 5.22%)
Net Loss(overall) = $13.88 ($37.06 - $23.18)
Option 2:
Sale-off of CD = $600
Net financing required = $110 ($710 - $600)
Cost of financing = $5.74 ($110 * 5.22%)
Answer:
The Answer is A) 2
Explanation:
Drawing details from the question, the formula for calculating Average Waiting Time under the Single -Server Queue Model is given as:
Average Waiting Time = <u>(Average No of customers waiting in line</u>)
λ
> λ is a mathematical symbol pronounced Lambda and here refers to <em>Rate of Arrival.</em>
> We have Average Waiting Time = 8
> We have λ (Average Rate of Arrival) = 15 People every hour (that is 60 Minutes)
> that is 15/60= 0.25
Therefore λ = 0.25
> Lets assume that Average No. of Customers Waiting in Line is C
Our formula (by substituting the various factors above now becomes
8 = C/0.25
To get, we cross multiply. So we have:
C = 8 x 0.25
C = 2 thefore the Average No. of Customers waiting according to the single-server queue model given the above conditions is 2.
Cheers!
