Answer:
c.$941.10
Explanation:
Calculation for How much would she have after 8 years
Using this formula
FV = PV(1+i)^n
FV represent future value
PV represent present value
i represent interest rate
n represent number of periods
Let plug in the formula
FV = 490(1 + .085)^8
FV= $941.10
Therefore How much would she have after 8 years will be $941.10
Answer:
$15960.94 is the amount I will have in my account after 17 years.
Explanation:
Firstly we are given the present value of the investment that we will be saving so it will be $7250. we are further given that this investment will be saved during a period of 17 years at different rates through the 17 years so we are looking for the future value after 17 years therefore we will use the future value investment formula as just only one amount is invested.
The future value formula = 
where Fv is the future value of the investment after 17 years,
Pv is the invested amount initially $7250
i is the interest rate which here it is 4% for the first 5 years, then 4.6% after for 4 years, thereafter 5.3% for the remaining 8 years so we will.
n is the number of years of the investment as per their given interest rates, substitute these values to the above mentioned formula:
Fv= $7250((1+4%)^5) ((1+4.6%)^4)( (1+5.3%)^8) then compute on a calculator
Fv = $15960.938 then we round off to two decimal places
Fv = $15960.94 which will be the amount that will be saved after 17 years .
Answer:
Cash Sales : we add up all the cash sales for the week to get total cash sales, cash sales will be from cash receipts journal and or cash register tapes.
Cash shortages will be the difference between cash sales and cash counts or cash on hand.
Journal Entry
Debit Cash ( as per the cash count), Debit Cash shortage(difference and is an expense) Credit cash Sales (as per register)
Explanation:
The Question is incomplete but when dealing with cash there must be internal controls put in place to monitor or reduce any potential risks, risks like cash shortages. Jim must everyday count the cash with the cashier that was at the cash register. Daily the cash register tape must be compared to the deposits that is a control to avoid cash shortages and each employee must have separate register tapes or there must be identification and or a way to know which clerk made what transactions.
Answer:
Only 1 dock is required since its overall cost is lower than having two docks
Explanation:
Solution
Given that:
let us consider the data given for the warehouse:
the cost per day/driver truck = $300
Cost per day/Dock plus loading crew = $100
Arrival rate λ = 3 per day
Service rate μ = 5 per day
Now,
we compute the utilization of the ware house
Utilization =λ/μ
= 3/5
ρ = 0.6
Only 1 dock is required since its overall cost is lower than having two docks