The answer is: A) As deductibles decrease, policy costs tend to increase.
Deductibles refers to the amount of money that the insured had to pay before receiving benefit from the insurance company. If you sign a contract with lower deductibles, the amount of money usually would be allocated to the policy cost that you have to pay each months.
Answer:
CPI at the beginning of the year = 192.52
Explanation:
given data
nominal interest rate = 7 percent
real interest rate = 4 percent
CPI = 198.3
to find out
CPI at the beginning of the year
solution
we know that according to fisher equation
1 + r =
....................1
and for smaller values is equivalent to r
r = n - i .....................2
here r is real interest rate and n is nominal interest rate and i is inflation rate
so from equation 2
4 = 7 - inflation rate
inflation rate = 3 percent
so
Rate of inflation = (CPI at the end of the year - CPI at the beginning of the year) × 100 ÷ CPI at the beginning of the year
put here value
3% = (198.3 - CPI at the beginning of the year) × 100 ÷ CPI at the beginning of the year
CPI at the beginning of the year = 
CPI at the beginning of the year = 192.52
Answer:
$80
Explanation:
The computation of the price of a room night is given below:-
Investment made = $24,000,000
Return required at $1 per 1,000 = $24,000
Number of rooms = 300
Price of Room rent = Return ÷ Number of rooms
= $24,000 ÷ 300
= $80
Therefore for computing the room price of room rent we simply divide the number of rooms by return required.
Solution :
The optimal order quantity, EOQ = 
EOQ = 
= 115.47
The expected number of orders = 

= 17.32
The daily demand = demand / number of working days

= 8.33
The time between the orders = EOQ / daily demand

= 13.86 days
ROP = ( Daily demand x lead time ) + safety stock

= 76.64
The annual holding cost = 

= 207.85
The annual ordering cost = 

= 207.85
So the total inventory cost = annual holding cost + annual ordering cost
= 207.85 + 207.85
= 415.7
Answer:
$16,394.26
Explanation:
using a loan calculator we can determine the amount of interest paid in both loans:
<u>loan 1</u> <u>loan 2</u>
n = 30 years n = 30 years
principal = $200,000 principal = $200,000
APR = 4% APR = 3.6%
monthly payment = $954.83 monthly payment = $909.29
total interest paid = $143,739.01 total interest paid = $127,344.65
the difference in total interest paid between both loans = $143,739.01 - $127,344.65 = $16,394.26
the difference in monthly payment between both loans = $954.83 - $909.29 = $45.54