The first marketing law suggests that in order to be successful in the market, the marketers need to understand the customer's demand and identify the brand positioning of the product in the market. Therefore, the option C holds true.
<h3>What is the significance of marketing laws?</h3>
Marketing laws are the ones that are universally accepted principles followed by marketers in order to get successful position in the market. The first and foremost law tells about how one should position the brand in a market over the demand of customers.
Therefore, the option C holds true and states regarding the significance of marketing laws.
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The incomplete question has been completed below for better reference.
A. Understand customer's demands
B. Identify brand positioning
C. Both A and B
D. None of these
Answer:
$929,404.15 (approx)
Explanation:
The dollar amount actually earned by Solartech after exchanging yen for U.S. dollars :-
= Price ÷ One dollar bought
= 143,500,000 ÷ $154.40 yen
= 143,500,000 ÷ $154.40 yen
= $929,404.15 (approx)
Therefore for computing the dollar amount actually earned by Solartech after exchanging yen for U.S. dollars, we simply divide price by one dollar bought.
Answer:
The journal entry is as follows:
Cash A/c Dr. $51.45
To Paid in capital in excess of par value A/c $51.42
To Common shares A/c $0.03
(To record the sale of the shares)
Note: The amount mentioned in debit and credit column in the above journal entry are in the millions of dollar.
Workings:
Cash = Shares sold × shares closing price
= $3 million × $17.15
= $51.45 million
Common shares = Shares sold × Par value per share
= $3 million × $0.01
= $0.03 million
Paid in capital in excess of par value = Cash - Common shares
= $51.45 - $0.03
= $51.42
Answer:
4.20%
Explanation:
The zero-coupon bond now 14 years left before maturity,which means that we need to compute the price with 14 years maturity and interest rate of 9% per year in order to determine the total return on the bond over a year period.
Price of the bond=present value of face value of $1000
9% annually while 4.5% is the semiannual yield
the bond has 28 semiannual periods in 14 years
price of the bond today=$1000/(1+4.5%)^28=$291.57
return over a year=($291.57-$279.83)/$279.83=4.20%
Answer:
EAC of Machine A is $6,788.64
EAC of Machine B is $6,094.62
We should purchase Machine B because of its ]lower EAC
Explanation:
Equivalent Annual Cost (EAC) = (Asset price x discount rate)/(1-(1+discount rate)^(-n))), in which n is the number of year for usage of asset.
EAC of Machine A is $6,788.64 = ($15,500x15%)/(1-(1+15%)^(-3))
EAC of Machine B is $6,094.62 = ($17,400x15%)/(1-(1+15%)^(-4))
