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ikadub [295]
2 years ago
8

Based on the following information, calculate net income for Dana's Dress Shop using the traditional format. Sales $360,000 Gros

s Margin $140,000 Contribution Margin $110,000 Total Selling & Administrative Exp. $60,000
Business
1 answer:
stich3 [128]2 years ago
7 0

Answer:

$80,000

Explanation:

Calculation for the net income for Dana's Dress Shop using the traditional format

NET INCOME USING TRADITIONAL FORMAT

Using this formula

NET INCOME=Gross Margin -Total Selling & Administrative Expenses

Where,

Gross Margin =$140,000

Total Selling & Administrative Expenses=$60,000

Let plug in the formula

NET INCOME=$140,000-$60,000

NET INCOME=$80,000

Therefore the NET INCOME will be $80,000.

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a. The initial change in the money supply would be $0

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c. Total reserves will also increase by $3,000.

d. The excess reserves is $2,820.

e. Cumulative change = $47,009

Explanation:

(a)  Currency in circulation and bank deposits are both parts of the money supply.

So, when a man paid DMV with 300,000 pennies or $3,000 which DMV deposited into its account then in that case currency in circulation decreased by $3,000 and bank deposits increase by $3,000.

Since one component of the money supply is increasing while other is decreasing and that also by the same amount there will be no change in the money supply.

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(b)  DMV has deposited $3,000 into its bank account.

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Deposits will increase by $3,000.

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The initial change in deposits would be $3,000.

(c) Total reserves increases in the equal amount of the increase in deposits.

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Total reserves will also increase by $3,000.

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The initial change in total reserves would be $3,000.

(d)  New deposit created = $3,000

Reserve requirement = 6 percent

Required reserves created = $3,000 * 0.06 = $180

Excess reserves = New deposit - Required reserves = $3,000 - $180 = $2,820

The excess reserves is $2,820.

(e)  Reserve requirement = 6% or 0.06

Money multiplier = 1/Reserve requirement = 1/0.06 = 16.67

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Cumulative change = Excess reserves * Money multiplier

Cumulative change = $2,820 * 16.67 = $47,009

The cumulative change in the banking system in lending capacity would be $47,009.

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