Answer:
The answer is stated below:
Explanation:
A. Received or collected $10,000 in exchange of the common stock:
This transaction will have an impact on the Accounting Equation of the Accounts, which is :
Assets = Liabilities + Equity
As the cash is received, there will be an increase in the assets and under the cash account of the current assets. Though the cash is against the common stock, which increases the common stock account upon the side of the equity.
Therefore, it will be:
Increase in assets (Cash) : Increase in equity (Common Stock)
B. Bought the equipment on account worth $5,000.
This transaction will have an impact on the Accounting Equation as:
As the equipment is purchased will in turn lead to increase in the assets side, under the equipment account and it is purchased on account, which means on credit, that leads to increase in the liability under the Accounts Payable account.
Therefore, it will be:
Increase in assets (Equipment) : Increase in Liability (Accounts Payable)
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Answer:
B sell some
Explanation:
in a scenario where it is dropping, it doesn't mean it won't come back up. So you would sell some but keep a few so if it went up you still make profit
Answer:
A. Competitive markets face perfectly elastic demand and marginal revenue, while monopolies face downward-sloping demand and marginal revenue.
Explanation:
In the case when competitive firms and monopolies generated at the level in which the marginal cost is equivalent to marginal revenue keeping the other things constant so the price should be less in the competitive market as compared to the monopoly because in the competitive markets it face perfectly elastic demand but in the monopoly it face the down ward sloping demand curve
Therefore the option a is correct
Answer:
Holding period yield is 114.97%
effective yield is 8.72%
Explanation:
holding period yield=(Price at call-initial price+coupon payments)/initial price
=($970-$935)+(13*$80)/$935
=($35+$1040
)/$935
=$1075/$935
=114.97%
The effective yield is the yield to call which can be computed using the excel rate formula:
=rate(nper,pmt,-pv,fv)
nper is the number of payments before the call which is 13
pmt is the periodic payment by bond which is $1000*8%=$80
pv is the current market price of $935
fv is the bond price at end of 13 years at $970
=rate(13,80,-935,970)
rate=8.72%
