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ehidna [41]
1 year ago
12

A company has budgeted direct materials purchases of $300,000 in July and $480,000 in August. Past experience indicates that the

company pays for 70% of its purchases in the month of purchase and the remaining 30% in the next month. During August, the following items were budgeted:Wages Expense $150,000Purchase of office equipment 72,000Selling and Administrative Expenses 48,000Depreciation Expense 36,000The budgeted cash disbursements for August are
Business
1 answer:
enyata [817]1 year ago
3 0

Answer: $696,000

Explanation:

Given the following;

JULY direct material purchase = $300,000

AUGUST BUDGET

direct material purchase =$480,000

Selling and administrative expenses = $48,000

Depreciation expense = $36,000

Purchase of office equipment = $72,000

Wages expenses = $150,000

Only 70% of the amount of purchases made in a month being paid that month. The remaining 30% paid the next month

Therefore, total Budgeted cash disbursement for the month of August will include ;

30% of July purchase

0.3 × $300,000 = $90,000

70% of August direct material

0.7 × $480,000 = $336,000

Wage expense = $150,000

Office equipment purchase =$72, 000

Selling and administration expenses = $48,000

= $(90,000 + 336,000+ 150,000+72,000+ 48,000) = $696,000.

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Answer:

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Explanation:

Giving the following information:

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Now, we can allocate overhead:

Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base

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Answer:

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<u>Explanation: </u>

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Than Harold will determine the brand familiarity which means he will make the consumers familiar with his company's baby products. Brand familiarity affects the consumer's information about the product.

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If an automobile gets 24.5 miles to the gallon and the cost of gasoline is $2.75 a gallon, how much will it cost to drive 975 km
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I<span>n order to know how much will it cost to drive 975 </span><span>km, we need first to know how many gallons it would take to drive 975 km. </span>First,<span> we need to convert kilometers to miles. 975 km would be equal to 605.84 miles (1 km = 0.62 miles). Since one gallon can be consumed up to 24.5 miles, we need to divide 605.84 miles by 24.5 miles to know how many gallons will be consumed travelling such distance. Dividing the two numbers, we can get 24.73 gallons. We know that </span>one-gallon<span> costs $2.75. Therefore, it would cost $68.01 ($2.75 x 24.73 gallons) to drive 975 kilometers.</span>
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Maggie called her insurance agent after estimating the damages. She had already spent $2,000 on pumping out the water and repair
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The correct answers are B, E and D

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Vika [28.1K]

Answer:

a. $24,000

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