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xz_007 [3.2K]
3 years ago
10

Monty Company reports the following financial information before adjustments. Dr. Cr. Accounts Receivable $132,800 Allowance for

Doubtful Accounts $2,810 Sales Revenue (all on credit) 806,700 Sales Returns and Allowances 51,060 Prepare the journal entry to record bad debt expense assuming Monty Company estimates bad debts at (a) 4% of accounts receivable and (b) 4% of accounts receivable but Allowance for Doubtful Accounts had a $1,480 debit balance. (If no entry is required, select "No Entry" for the account titles and enter 0 for the amounts. Credit account titles are automatically indented when the amount is entered. Do not indent manually.)
Business
1 answer:
creativ13 [48]3 years ago
3 0

Answer: The following journal entries apply:

a) Debit Bad debt expense                                    $32,727.6  

  Credit Allowance for doubtful accounts            $32,727.6

b) Debit Bad debt expense                                    $37,017.6  

  Credit Allowance for doubtful accounts            $37,017.6

Explanation: All the sales revenue are on credit to the tune of $806,700, however, there was sales return and allowance of $51,060, which has to be deducted from credit sales to arrive at the net credit sales of $755,640. This amount would be added to the accounts receivable of $132,800 to arrive at the total accounts receivable of $888,440.

a) 4% of $888,440 is $35,537.6. With credit balance of $2,810 in allowance for doubtful accounts, bad debt expense (addition) is $32,727.6  ($35,537.6 - $2,810).

b) 4% of $888,440 is $35,537.6 and there is a debit balance of $1,480 in allowance for doubtful accounts, bad debt expense (to reinstate allowance account to $35,537.6) is $37,017.6 ($35,537.6 + $1,480).

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with the third doubling, the AVC = $9.11 per unit

Explanation:

The average variable cost (AVC) decreases by 10% with each doubling of cumulative output:

<u>Production level in units</u>                         <u>AVC per unit</u>

    1,000                                                   $12.50 per unit

    2,000                                                  $11.25 per unit

    3,000                                                  $10.13 per unit

    4,000                                                  $9.11 per unit

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3 years ago
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3 years ago
If the marginal propensity to consume (MPC) is 0.75, and if the goal is to increase real GDP by $400 million, then by how much w
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Answer:

Government spending would have to change by <u>$1.6 billion</u>

Explanation:

The marginal propensity to consume (MPC) refers to the proportion of an increase in aggregate income that is spent on consumption of commodities by a consumer.

Since from the question, we have:

MPC = Marginal propensity to consume = 0.75

The MPC can therefore be used to calculate the fiscal multiplier which measures the effect of government spending on real GDP as follows:

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Change in government spending = Fiscal multiplier * Amount of targeted increase real GDP = 4.0 * $400 million = $1.6 billion

Therefore, government spending would have to change by <u>$1.6 billion</u> to generate $400 million increase in real GDP.

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$109,688.89

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By putting the value, we get

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