Answer:
(A) Interest coverage charge ratio= 6.21
(B) Fixed charge coverage = 2.84
(C) Profit margin ratio= 8.57%
(D) Total assets turnover= 1.55
(E) Return on assets= 13.26%
Explanation:
(A) The Interest coverage charge ratio can be calculated as follows= EBIT/Interest expense
= 45,300/7,300
= 6.21
(B) The fixed charge coverage can be calculated as follows
= income before fixed charge + interest/fixed charges + interest
= 45,300+13,300/7,300+13,300
= 58,600/20,600
= 2.84
(C) The profit margin ratio can be calculated as follows
= Net income/sales × 100
= 22,800/266,000 × 100
=0.0857 × 100
= 8.57%
(D) The total assets turnover can be calculated as follows
= Sales/total assets
= 266,000/172,000
= 1.55
(E) The return on assets can be calculated as follows
= Net income/Total assets × 100
= 22,800/172,000 × 100
= 0.13255×100
= 13.26%
I think it is when the price is lower then in the past. I am not sure.
Answer: $3865.8
Explanation:
The formula to find the simple interest is given by :-
, where P is the initial amount deposited , r is the rate of interest in decimal and t is the time period in years.
Given : P= $1700 ; r= 9.8%=0.098 ; t=13 years
Then , the simple interest earned in 13 years will be :-
Now, the combined amount = P+I =$1700+$2165.8= $3865.8
Hence, the credit union would owe Heather $3865.8 in 13 years.
Answer:
The payment will be approximately at the end of 5 Years of $27,764.28, so option a is the correct one
Explanation:
In order to calcualte The exchange rate at the end of five years is we have to use the following formula:
= 7.0305 * {(1+ interest rate in Norway)/(Interest rate in US)}^5
= 7.0305 * [(1.031)/(1.026)]^5
= Nkr 7.2035 / $
= $1/7.2035 / Nkr
= $0.1388 / Nkr
Henche, The payment to be recieved at the end of 5 years will be NKr 200,000, therefore the value of the payment in dollars is = $27,764.28
Answer:
(Q, R) = (1555, 1400)
shortage imputed = $0.388
Explanation:
Lot size-reorder point system is one of the multi period models. This system is denoted by decision variables (Q, R). This multi period model is implemented when there is uncertain demand in inventory control.
nevertheless, in the simple EOQ model, demand is known and fixed. But when the demand is random, these lot size-reorder point (Q, R) systems allow random demand.
There are two decision variables in a (Q, R) system:
Order quantity, Q and
Reorder point, R
Additional steps are attached as files
