Answer:
The government can influence interest rates, print money, and setting bank reserve requirements are all tools central banks use to control the money supply. Other tactics central banks use include open market operations and quantitative easing, which involve selling or buying up government bonds
Answer:
Cash account in the amount of $10,100
Explanation:
The journal entry to be recorded for the receipt of payment is as:
Cash A/c.............................................Dr $10,100
Note receivable A/c...................Cr $10,000
Interest Revenue A/c..................Cr $100
Being recoded the receipt of payment
As payment is received so asset is increasing and any increase in asset is debited. Therefore, cash account is debited. And the note receivable got decrease will be credited and the interest revenue is also credited.
Computation of interest revenue is as:
Interest revenue = Amount × % of note × Days / Number of days in a year
= $10,000 × 6% × 60 / 360
= $100
Note: Assume 360 days in a year
A I believe is the correct answer
Answer:
The correct answer is letter "B": Centralization of authority.
Explanation:
Centralization of authority takes place in companies where high-rank executives take most or all the decisions regarding the operations. Employees voice is not heard under this approach. Managers tend to implement this strategy when they pretend to minimize the percentage of mistakes incurred in the firm. The organization of the company tends to be bureaucratic.
Answer:
a) safety stock = z-score x √lead time x standard deviation of demand
z-score for 99.9% = 3.29053
√lead time = √7 = 2.6458
standard deviation of demand = 3
safety stock = 3.29053 x 2.6458 x 3 = 26.12 ≈ 26 soaps
reorder point = lead time demand + safety stock = (7 x 16) + 26 = 138 soaps
EOQ = √[(2 x S x D) / H]
S = order cost = $10
D = annual demand = 16 x 365 = 5,840
H = $0.05
EOQ = √[(2 x $10 x 5,840) / $0.05] = 1,528.40 ≈ 1,528 soaps
b) total order costs per year = (5,840 / 1,528) x $10 = $38.22
total holding costs = (1,528 / 2) x $0.05 = $38.20
total annual ordering and holding costs = $76.42
