Answer:
Short run aggregate supply curve is flat ( A )
Explanation:
The special case of the AS-AD following the IS-LM is that the short run aggregate supply curve is flat
This is because in an AS-AD model the price level is constant and AD represents an equilibrium point along IS-LM model, hence the price been constant, shows that in short run aggregate supply curve will be flat.
Answer:
Spotlighter, Inc.
Cash
Account Titles Debit Credit
Beginning balance $0
Notes Payable $4,740
Common stock $5,430
Equipment $1,000
Supplies $1,100
Ending balance $8,070
Notes Payable
Account Titles Debit Credit
Beginning balance $0
Cash $4,740
Equipment 1,600
Ending balance $6,340
Common stock
Account Titles Debit Credit
Beginning balance $0
Cash $5,430
Equipment
Account Titles Debit Credit
Beginning balance $0
Cash $1,000
Notes Payable $1,600
Ending balance $2,600
Supplies
Account Titles Debit Credit
Beginning balance $0
Cash $1,100
Accounts Payable $1,500
Ending balance $2,600
Accounts Payable
Account Titles Debit Credit
Beginning balance $0
Supplies $1,500
Ending Balance $1,500
Explanation:
1) Data and Transaction Analysis:
a. Cash $4,740 Notes Payable $4,740
b. Cash $5,430 Common stock $5,430
c. Equipment $2,600 Cash $1,000 Notes Payable $1,600
d. Supplies $1,100 Cash $1,100
e. Supplies $1,500 Accounts Payable $1,500
Answer:
$3,325
Explanation:
Bad Debt Expense = Allowance for uncollectible accounts 2022 - (Allowance for uncollectible accounts 2021 - Written off in accounts receivable
Bad Debt Expense = $4,100 - ($1,400 - $625)
Bad Debt Expense = $4,100 - $775
Bad Debt Expense = $3,325
So, the bad debt expense for 2022 would be $3,325.
Answer:
B) 60,100
Explanation:
Since months have passed between the bond issuance and October 31. The amortization of the premium received depends on the amount of interest recognized. When the effective interest method is used, interest expense is based on the yield rate and the beginning book value.
interest expense = ($1,000,000 + $62,000) x 10% x 6/12 = $53,100
interest payable = $1,000,000 x 11% x 6/12 = $55,000
the difference (bond premium) = $55,000 - $53,100 = $1,900
unamortized bond premium = $62,000 - $1,900 = $60,100
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