Answer: Im not sure I fully understand what is being asked, but when prepairing food for guests, special care must be taken when prepairing raw meats. Sanitation is vital when it comes to mixing raw meats and veggies.
Explanation:
Answer:
Effective interest recognized on June 30, 20X1, will be equal to $3,354
Explanation:
Data provided from the question,
Amount of bond issued on January 2, 20X1 = $100,000 of 6% bonds
Interest = $3000
Payable semi-annually on June 30 and December 31
Number of years to mature = 5 years
The bond issued for $95,842 with an effective interest rate of 7%
Therefore, the Effective interest recognized on June 30, 20X1 =
bond issued × effective interest rate × semiannually(1/2)
= $95,842 x 0.07 x 0.5
= $3,354
The correct option is C.
Student loans that originated from the federal government are called federal students loans. This type of loan usually allows the borrower to pay lower interest and it has more flexible repayment options compare to loans from other sources. The interest rate of the loan is usually fixed over time.<span />
The price at which equilibrium is reached is known as the equilibrium price. In economics, the equilibrium price is reached when the quantity of a certain product will match the demand of a certain product with regard to price per product. In order to solve for this, you have to compute for quantity demand and quantity supply. After that, you have to graph the line of these two equations and find where these two lines would intersect to find the equilibrium price.
Answer:
a. The answer is:762 bottlé.
b. The answer is: 487 bottles.
Explanation:
a. The economic order quantity is calculated as: 
= 
= 762 units because: D = annual demand = Weekly demand x week opening per year = 134 x 52 = 6968; S = Cost per order = 25; H = Holding cost per unit = 15% x purchase price = 15% x 4 = 0.6
b. Inventory level to place order:
With the inventory system providing a 95 percent service probability, z level is 1.64 (using the NORM.S.INV function in excel).
So Inventory level to place order = 134 * 3 + 1.64 * 30 * 3^0.5= 487 bottles.
