Answer:
Letter a is correct. Distort incentives and this distortion causes markets to allocate resources inefficiently.
Explanation:
What happens is that when rates rise, it causes an imbalance in supply and demand, because at higher rates companies are forced to raise prices to offset tax costs, so the pass-through of consumer prices discourages consumption and as a consequence of less consumption, production also decreases, causing the inefficient allocation of market resources.
<span>
<span>The
liability created by receiving cash before providing the service or
delivering the goods in question is called unearned revenue. In this case, the entity providing the
goods/services records this transaction as revenue that has been generated
but in real sense, the seller remains with the liability until after the actual delivery
of the goods/services. The purpose of this practice can be advantageous to
the seller in certain situations such as easing the burden of paying interest
on debts.</span></span>
<span>To find earnings per share, simply divide the company's net income by the number of shares that are outstanding. In this case, the values are $280,000/80,000. This gives a value of $3.50 for the earnings per share outstanding. Dividends, in this case, are not necessary for the calculation.</span>
Answer:C) $2,125.
Explanation:
Interest = Principal x rate x time (period)
using days in a year = 360 days
Interest = $85,000 X 10% x 90/360
=$2,125
Therefore, Alabaster Inc, must repay the $85,000 principle and $2,125 in interest
Answer:
All the options written are the steps involved in solving the problem. The formula that would be used is compounding formula because we have future value which is $150,000 and rate of return which is 10.25%. Furthermore, here n is 10 years time.
The formula is:
Future Value = Present Value * (1 + r)^n
$150,000 = Present Value * (1.1025)^10
$150,000 = Present Value * 2.6524
$150,000 / 2.6524 = Present Value
Present Value = $56553
So the amount that we should deposit in mutual funds today to buy Ferrari is $56553. The difference is due to rounding off.
