Answer:
The answer is the economic order quantity is 400 units.
Explanation:
For this question, we apply the economic order quantity (EOQ) formula developed by Ford W. Harris in 1913, to find the answer. The formula is shown as below:
EOQ = 
in which: EOQ: Economic order quantity; D: Annual Demand in units; S: Cost per order; H: Annual holding cost per unit.
So by substituting the information we are given in the question, we have: D = 1,200 units; S = $80 and H = $1.2. Thus:
EOQ = 
= 400 units.
So, the economic order quantity is 400 units.
$504000 is the actual return
<u>Explanation:</u>
particulars calculation Amount
Service cost 700000
Interest cost 
480000
Less: Expected return 
576000
Prior service cost 48000
Net loss 30000
Pension expense 682000
Therefore, the pension expense is $682000
<u>The computation is as follows for the calculation of return (in $000’s)
</u>
<u>Plan assets
</u>
Beginning = $5760
Actual return = ?
Cash contributions = 696
Less: Retireee benefits = (624)
Ending balance = $6336
Thus after solving this, we get the actual return that is equal to = $504,000
Answer:
According to Orlando:_____.
(a) workers have obligations to, but are owed consideration by, their employers.
Explanation:
Workers are employed by their employers to carry out their obligations as per instruction. They owe the duty of reasonable care to their employers. They are supposed to be honest in their dealings with their employers. Workers are also required to take safety and health measures to protect themselves and others from harm at the workplace. For all these obligations, the employers of labor must pay adequate consideration to their workers and ensure their safety at work.
Answer:
The price of the bond is closest $101.36
Explanation:
It is noteworthy that a rational investor pays for a bond today the cash flows derivable from the bonds in future discounted to today's terms.
The future cash flows comprise of the yearly coupon interest of $5.5(5.5% *$100) for 3 years as well as the repayment of the principal $100 at the end of year 3.
To bring the cash inflows today's term, we multiply them them by the discounting factor 1/(1+r)^N , where is the yield to maturity of 5% and N is the relevant the cash flow is received.
The discounting is done in attached spreadsheet leading $ 101.36 present value today.
