The answer is flighting advertising schedule. It is a publicizing progression or timing design in which promoting messages are booked to keep running amid interims of time that are isolated by periods in which no publicizing messages show up for the promoted thing.
Answer:
Option (a) is correct.
Explanation:
The federal reserve is the central bank of United States. It is responsible for all the changes occured in a nation's monetary policy and it regulates all the banks operates in a nation.
Federal reserve uses various monetary policy tools to control the money supply in an economy. Some of the tools are as follows:
(i) Cash reserve ratio (CRR)
(ii) Statutory liquidity ratio
(iii) Open market operations(OMO)
(iv) Repo rate
(v) Reverse repo rate
(vi) Bank rate
Functions of Fed:
(i) Regulation of financial institutions
(ii) Banker's bank
(iii) A lender of last resort
(iv) Implement monetary policy
Conduct regular development programs for employees.
Answer:
Ending Cash Balance as are follows:
January = $40,000
February = $67,535
March = $40,000
Also, Loan Balance End of Month as follows:
January = $26,500
February = $0
March = $38,465
Explanation:
Note: See the attached excel file for the cash budget.
In the attached excel file, the following calculations are made:
January loan repayment = January Preliminary cash - January Interest expense - Minimum required cash balance = $94,300 - $800 - $40,000 = $53,500
February Loan repayment = January Loan Balance End of the Month = $26,500
March Additional Loan = Minimum required cash balance - March Preliminary cash balance = $40,000 - $1,535 = $38,465
From the attached excel file, we have Ending Cash Balance as follows:
January = $40,000
February = $67,535
March = $40,000
And also, Loan Balance End of Month as follows:
January = $26,500
February = $0
March = $38,465
Answer:
a) Optimal lot size = 1,118.03
b) Annual total cost = $46.51
Explanation:
As per the data given in the question,
a) Daily holding cost = $50 × 24% ÷ 300 = $0.04
Optimal lot size = Sqrt (2 × Demand rate × Setup cost ÷ (Daily holding cost × ( 1 - Demand rate ÷ Production cost)))
= Sqrt(2 × 100 × $200 ÷ ($0.04 × (1 - 20 ÷ 100)))
= $1,118.03
b) If the production rate is ignored then optimal lot size :
= Sqrt (2 × 20 × $200 ÷ 1)
= 89.44
Annual total cost = Setup cost+ holding cost
= (Demand rate ÷ Optimal lot size) × Setup cost + (Optimal lot size ÷ 2) × holding cost
= (20 ÷ 89.44) × $200 + 89.44 ÷ 2 ×$0.04
= $44.72 + $1.79
= $46.51