Answer:a) --A -$50.00
Explanation:
Using days of year = 360 days
Interest due = Principal x rate x period
= $1500 x 10% x 120/360
= $50
The total interest due on the maturity date is:__$50.00___
Answer:
Cp = 1.667
Cpk = 1.25
The filling process will deliver the customer's specifications since Cp > 1 and Cpk > 1
Explanation:
Given data:
Customer Specification 3.98 4.02
Process Average 4.005
Process Standard Deviation 0.004
<u>Calculate the Cp and Cpk values</u>
Cp = Δ customer specification / ( 6 * std )
= (4.02 - 3.98 ) / ( 6 * 0.04 )
= 0.04 / 0.24 = 0.1667 + 1 = 1.667
Cpk ( upper ) = ( 4.02 - process average ) / ( 3* std )
= ( 4.02 - 4.005 ) / ( 3 * 0.004 ) = 1.25
Cpk ( lower ) = ( process average - 3.98 ) / ( 3 * std )
= ( 4.005 - 3.98 ) / ( 3 * 0.04 ) = 2.083
Cpk = minimum value of Cpk = 1.25
Answer:
The boat today is worth 100,440 dollars
Explanation:
We need to solve for the present value of the payment Fishermen's Corp will receive for the boat:
We will apply the formula for lump sum to each
cash flow and then add them together
Year Nominal Present Value
1 20000 18, 518
2 40000 34,293
3 60000 47,630
TOTAL 100,441
Answer:
68,019.13
Explanation:
this particular question can be solved, using an approach by the annuity concept, remember that an annuity is usefull for calculating the present or future value of a series of regular payments, so in this case we are asked to calculate the future value as follows:

where
is the future value of the annuity,
is the interest rate for every period payment, n is the number of payments, and P is the regular amount paid. so applying to this particular problem, we have:

