Answer:
Follows are the solution to this question:
Explanation:
Follows are the two ways of describing its high return:
Firstly, the mutual fund is invested in pretty unstable debt and is reciprocating with greater yields for taking a risk.
Secondly, during every decrease in bond yields, the finance kept bonds so the income on stocks exceeded this same rate of interest significantly. Remember that bond costs skyrocket as interest rates drop as well as give the purchaser an investment income. Because once interest rates are now close to zero, it's also likely that they could increase as well as the owners would then lose their money. Its high return could be due to a drop in interest rates, and not only will it not be replicated, but the low or even low return will almost definitely be followed by either a rise in interest rates.
Answer : It hopes to make more money available for loans.
Answer:
Annie should increase the order size to 148 bottles per order and she will be able to save $91.85 per year.
Explanation:
we must calculate the economic order quantity (EOQ) in order to determine the size of the order that reduces costs:
EOQ = √[(2 x S x D) / H]
- S = cost per order = $35
- D = annual demand = 2,500 bottles of shampoo
- H = holding cost per unit) = $8
EOQ = √[(2 x 35 x 2,500) / 8] = √(175,000 / 8) = √21,875 = 147.90 ≈ 148 bottles of shampoo
total cost when ordering 100 bottles = (25 orders x $35) + (100/2 x $8) = $875 + $400 = $1,275
total cost when ordering 148 bottles = (16.89 orders x $35) + (148/2 x $8) = $591.15 + $592 = $1,183.15
Annie will save $1,275 - $1,183.15 = $91.85 per year
Answer:
B) False
Explanation:
As the decisions in the AGM is made on voting of the stockholders. Sharon has controlling interest in ABC Inc. because he has the more than 50% of the share holding in ABC Inc. Sharon can Terminate the election because he has the majority of voting rights and on the other hand the Jason has 5% interest and voting rights of the company which is even not enough to create a significant influence over ABC Inc. The decision of Sharon will be considered as final.
Answer:
$25,000
Explanation:
Assuming it is to be perpetuity. Amount to be saved = P/I
Amount to be saved = Annual interest amount / Annual interest rate
Amount to be saved = $2,000/8%
Amount to be saved = $2,000/0.08
Amount to be saved = $25,000
So, the worker should save $25,000 before retirement if he wishes to draw interest of $2,000 per year.
