Answer:
MR = 10 – 1q1.
Explanation:
Demand function, P = 20 – 0.5Q
Q = q1 + q2
Now insert Q in the P = 20 – 0.5Q.
P = 20 – 0.5 (q1 + q2)
We have the value of q2 = 20.
P = 20 – 0.5 (q1 + q2)
P = 20 – 0.5 (q1 + 20)
P = 20 – 0.5q1 – 10
P = 10 – 0.5q1
Total revenue of firm 1, TR = Pq1
TR = 10q1 – (0.5q1)^2
Now MR is the differentiation of TR. So the MR after differentiation if TR of firm 1 is:
MR = 10 – 1q1
Answer
The answer and procedures of the exercise are attached in the following archives.
Step-by-step explanation:
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
Dr. Allowance for Doubtful Accounts...1,200
Cr. Accounts Receivable....................................1,200
Explanation:
When a specific customer's account is identified as uncollectible, the journal entry to write off the account is:
A credit to Accounts Receivable (to remove the amount that will not be collected)
A debit to Allowance for Doubtful Accounts (to reduce the Allowance balance that was previously established)
Therefore the JOURNAL ENTRIES for the $1,200 uncollectible debt will be
Dr. Allowance for Doubtful Accounts...1,200
Cr. Accounts Receivable....................................1,200
Answer:
Correct option :a. The daughter must recognize the income because she owned the stock when the dividend was declared and she received the $2,000.
Explanation:
Based on the information given we were told Darryl gave 1,000 shares of stock to his daughter in the month of September 29, 2019 in which Darryl daughter also received the amount of $2,000 dividend on October 18 of the same year which means that Darryl daughter have to recognize the income reason been that the daughter owned the common stock when the dividend was been declared and she as well received the amount of $2,000.
Answer:
1.22%
Explanation:
The modified duration of the bond gives an indication of change in price due to a 1% change in the yield to maturity,hence, the bond modified duration is computed using the formula below:
modified duration=Macaulay Duration/(1+YTM)
Macaulay Duration=4.2
YTM(initial)=3%
modified duration=4.2/(1+3%)= 4.08
That for 1% change in yield to maturity price would change 4.08%
0.3% change in yield(3.3%-3%)= 4.08%*0.3%=1.22%
