Answer:
deduction theory cause your assumption was based on your instincts and it may not actually be the reason why the woman was crying
Answer:
A. True.
Explanation:
Making a comparison among countries of GDP per capita and Ireland and Singapore show higher values than the United Kingdom and France and this is because these two countries have experienced long periods of rapid growth with ratas higher than growth population. The United Kingdom and France, as mature economies economically growth also, but at a lower rate
The appropriate journal entry is:Debit Cash $1313; debit Sales Discount $39; credit Accounts Receivable $1352.
<h3>Journal entry</h3>
Based on the information given the correct entry to record this transaction is:
Debit Cash $1313
{$1300+[($1300×4%)-($1300×3%)]}
[$1300+($52-$39)]
Debit Sales Discount $39
($1300×3%)
Credit Accounts Receivable $1352
[$1300 + ($1300×4%)]
Inconclusion the appropriate journal entry is:Debit Cash $1313; debit Sales Discount $39; credit Accounts Receivable $1352.
Learn more about journal entry here:brainly.com/question/9701045
Answer: <u>"b. Price is greater than long-run average cost."</u> is NOT characteristic of long-run equilibrium for a perfectly competitive firm.
Explanation: In the long term the company will produce the output level at which long-run average cost is at its minimum.
Where the price is equal to the long-run marginal cost and the long-run average cost.
Answer:
2.58%
Explanation:
Mathematically, the relationship between the different interest rates using the equation is shown below:
(1+S2)^2=(1+S1)^1*(1+2y1y)
The spot rate in year 2 is the same as the spot rate in year 1 multiplied by the 1-year forward rate beginning in year 2.
S2=2-year rate =2.34%
S1=1-year rate =2.10%
2y1y=one-year interest rate 2 years from now=the unknown
(1+2.34%)^2=(1+2.10%)^1*(1+2y1y)
(1+2y1y)=(1+2.34%)^2/(1+2.10%)^1
2y1y)=(((1+2.34%)^2/(1+2.10%)^1)-1
2y1y=1.025805642-1
2y1y= 2.58%
The formula shows that borrowing or lending for 2 years at 2.34% is the same as borrowing or lending at 2.10% in year and 2.58% forward rate in year 2
