Answer and Explanation:
1. The maximum possible subscription price is $60
The maximum price is anything greater than $0
2.Number of new shares
$10,000,000/$50
=$200,000
Number of right shares
$1,000,000/$200,000
=$5
3. Excess right 58.33
(5*60+50)/(5+1)
Value of excess 1.67
($60-58.33)
4.Portfolio value before right offering
2,000×60
= 120,000
Portfolio value after right offering 120,000
(2000×58.33 +2000×1.67 )
Can developing country to term and how much they trade
Answer:
b. 320000
Explanation:
In order to calculate the joint cost of Gorp we need to understand what the method means and how it's used to calculate it. The adjusted sales method is used to allocate joint costs based on the prices the products are sold.
First of all we need to calculate the percentage of Selling price of Gorp to that of the total selling price of both Gorp and Gumm.
I.e: 60 ÷ (60+30) × 100
SP % of Gorp= 66.67%
Now we calculate joint cost allocated to Gorp.
Total joint cost of both Gorp and Gumm = $480000
Joint cost of Gorp = $480000 × 66.67%
Joint cost of Gorp = $320,000
Answer:
730 items
Explanation:
The objective of the given information is to determine the number of hamburgers UAHH should order for the following conditions:
Average daily demand 600
Standard deviation of demand 100
Desired service probability 99%
Hamburger inventory 800
The formula for a given order quantity in a fixed period of time can be expressed as :
where;
= order quantity = ???
= daily demand average = 600
L = lead time in days = 1
T = time taken = 1
z = no of standard deviation = ???
= standard deviation of usage in lead time and time taken = ???
I = present inventory level = 800
= 
× standard deviation of daily demand
= 
= 1.4142 * 100
= 141.42 items
From the Desired service probability 99% = 0.99; we can deduce the no of standard deviation by using the excel function (=NORMSINV (0.99))
z = 2.33
From
q = 729.5086 items
q ≅ 730 items
Therefore; the number of hamburgers UAHH should order from the following given conditions = 730 items
Answer:
$ 1,586.8743
Explanation:
Calculation to determine what will be the value of the certificate when it matures
Compounded annually
Principal P= 1000
Rate r=0.08
Period n = 6
Using this formula
A = P (1+r)^n
Let plug in the formula
1000 (1.08)^6
= 1586.8743
Therefore what will be the value of the certificate when it matures is $1586.8743
