Answer: <em>Option (B) is correct.</em>
Explanation:
If true, the following will most seriously weakens the argument: There has been an increasing rate in store opening in the central shopping district (CSD) since Colson's have opened discount stores.
Since after Colson's opened, the locations which were vacant became stores in particular discount store which did not spar with Colson's. Now that we have a discount store & department store without discount. Therefore when these stores close while competing with SpendLess, they wont be replaced with regular non-discount stores .
Answer:
a). M1=$808 billion
b). M2=1,068 billion
Explanation:
M1 is the money supply that is the most liquid and is or can be easily converted into cash. The formula for calculating M1 is;
M1=C+D+T+S
where;
M1=money supply
C=currency held outside banks
D=checkable deposits
T=traveler's checks
S=small-denomination time deposits
In our case;
M1=unknown
C=$354 billion
D=$250 billion
T=$4 billion
S=$200 billion
replacing;
M1=(354+250+4+200)=$808 billion
M1=$808 billion
M2 includes elements of M1 and additional money supply that are near liquid. The formula is;
M2=M1+savings deposit+mutual funds
where;
M1=$808 billion
savings=$100 billion
retail money market mutual funds=$160
replacing;
M2=(808+100+160)=1,068 billion
M2=1,068 billion
The company attribute that increases in value as stakeholders view that company in a positive light is company name or logo.
<h3>What is the The company attribute about?</h3>
Goodwill by a firm is known to be one that needs to be earned or made in a given time period.
Note that it is one that is seen as the tool for success and profitability. A company's name, as well as their corporate logo, and their trademark will help to increase in value as stakeholders view of the company.
Therefore, The company attribute that increases in value as stakeholders view that company in a positive light is company name or logo.
Learn more about company logo from
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Answer:
The size of the payment = $628.63
Explanation:
<em>An annuity is a series of equal payment or receipt occurring for certain number of period. </em>
The payment in question is an example of an annuity . We can work back the size of the payment using the present value of the ordinary annuity formula stated below
The Present Value of annuity = A × (1- (1+r)^(-n))/r
A- periodic cash flow,= ? r- monthly rate of interest - 4.25%/12= 0.354%
n- number of period- (71/4×12)= 87.
Let y represent the size of the payment, so we have
47,000 = y × ( 1-1.00354^(-87))/0.00354
47,000 = y× 74.76
y =47,000/74.7656= 628.63
The size of the payment = $628.63