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podryga [215]
3 years ago
8

Mighty Corporation manufactures end tables. Each end table requires .50 direct labor hours in its production. Mighty Corporation

has a direct labor rate of? $15 per direct labor hour. The production budget shows that Mighty Corporation plans to produce? 1,000 end tables in March and? 1,100 end tables in April. What is the total combined direct labor cost that Mighty Corporation should budget in March and? April?
Business
1 answer:
Alenkinab [10]3 years ago
5 0
The total combined direct labor cost that Mighty Corporation should budget in March and April is $15,750. The budgeted amount is calculated using the estimated labor hour to produce the product and the cost of labor hour. Mighty Company needs $7.5 ($15 x 0.5) of labor cost in order to create one end table. Mighty Company needs $7,500 of labor cost in order to produce 1,000 end tables in March and needs $8,250 of labor cost in order to produce 1,100 end tables in April.
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Factors leading to the slow growth of demand in embryonic industries include all of the following except the
wolverine [178]

Answer:

C) lack of venture capital for innovative products.

Explanation:

Embryonic industries are such industries that are at the beginning stage in their life-cycle. More specifically, newly established ventures are called the embryonic industry or firm.

Options A, B, D, and E all are wrong because a new firm may not produce high qualified first products. It may not have the right complementary products, the production cost may be higher than expected, and finally, there are a few distribution points. Those lead to the slow growth of the embryonic industry.

Option C is the answer because venture capitalists like to invest in innovative products, so there should not be a lack of capital.

4 0
2 years ago
A small country that uses the U.S. dollar as its currency is measuring its GDP for the current year. Personal consumption expend
statuscvo [17]

Answer:

$117,800

Explanation:

GDP formula is:

GDP= Consumption (C)+ Investment (I)+ Government expenditure ()+ Net exports (exports-imports)

Last year, C= $69,000 and it increased 10% (100%+10%=110%),  

This year: C= $69,000*1.10= $75,900.

Last year: I= $18,000 and it decreased 5% (100%-5%=95%).

This year: I= $18,000*0,95= $17,100

Last year: G=$19,000 and it increased by 20% (100%+20%=120%)

This year: G= $ 19,000*1.20=$22,800

Last year: X-M= $2000 and it remained the same

This year: X-M= $2000

Current year´s GDP= $75,900+$17,100+$22,800+$2000= $117,800

5 0
2 years ago
A company uses the periodic inventory system and had the following activity during the current monthly period.
Alekssandra [29.7K]

Answer:

The answer is: $3,289

Explanation:

<u>Date</u>                 <u>Units </u>                 <u>Unit price</u>           <u>Inventory</u>      <u>Average cost</u>

Purchases

Nov. 1             103 units             $20 per unit        $2,060        $20 per unit              

Nov. 5            103 units             $22 per unit        $4,326         $21 per unit

Nov. 8            53 units               $23 per unit        $5,545        $21.41 per unit

<u>Nov. 19           30 units              $25 per unit        $6,295        $21.78 per unit</u>

TOTAL           289 units            $21.78 per unit    $6,295        $21.78 per unit

Sales

Nov. 16          -138 units            $21.78 per unit    $3,006       $21.78 per unit

Ending inventory

Nov. 30          151 units           $21.78 per unit    $3,289       $21.78 per unit

3 0
3 years ago
Joseph will start school on 9/1/14. He is expected to attend school for four years and will need to pay tuition of $50,000 on Se
My name is Ann [436]

Answer:

e. $153,156

Explanation:

From 9/1/14, he needs $50,000 every year for 4 years to fund the tuition fees. Therefore, present value of the amount needed at 9/1/14 using the Present value of annuity due formula

= 50,000 * {1+ (1/(1.05)^4) } / 0.05 * (1.05)

= $186,162

$186,162 is the amount needed after 4 years. Amount you need to invest today to have this amount in four years = $186,162/(1.05)^4 = $186,162/1.21550625 = $153,156.40

6 0
3 years ago
Roth Service Co. experienced the following transactions for 2018, its first year of operations: Provided $82,000 of services on
frosja888 [35]

please find the attached for the answer

Download docx
5 0
2 years ago
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