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TEA [102]
3 years ago
11

In your own understanding, compare and contrast "business markets versus consumer-goods markets."​

Business
1 answer:
Anna35 [415]3 years ago
3 0

Answer:

Business markets and consumer-goods markets differ in relation to the consumer and the form of operation. Business markets are formed by companies that provide products or services for other companies to manufacture their final products and services. Consumer goods markets, on the other hand, refer to companies that produce products and services already intended for final consumers.

The difference between them is that in business markets there are some significant advantages that reduce competitiveness, such as the creation of a long-term relationship with the customer, since the impact of buying and selling is greater, which also ensures greater stability business, since companies need constant inputs and services for their production of products and services to sell to the final consumer.

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The period manufacturing costs of a company is comprised of $2,000,000 in direct materials, $1,000,000 in direct labor, and $500
shutvik [7]

Answer:

The Direct material cost per unit is = 285.714 per unit

The  Direct labor per unit is= 142.857 per unit

The Overhead cost per unit is  = 71.4285 per unit

Explanation:

Solution

We recall that:

The total direct material= $2000000

The total direct labor= $1000000

The units in products = 7000 units

The total Overheads= $500000

Now,

The direct materials on machinery is = $ 800,000(40%)

The direct labor on machinery  is= $ 600,000(60 %)

The machinery on overheard  is = $ 250,000(50 %)

The direct materials on assembly is  = $ 1200,000

The Direct labor on assembly is  = $ 400,000

The Overhead on assembly  is = $ 250,000

Thus,

The hybrid manufacturing cost statement is represented or shown below

Particular   Machinery (40%)in $     Assembly (60%)in $  Total in $

Now,

Particular = Direct material,

Machinery (40%)in $  = 800000

Assembly 60% in $ = 1200000

Total in $ =2000000

Grand total = 1650000

Particular = labor

Machinery (40%)in $  = 600000

Assembly 60% in $  = 400000

Total in $ = 1000000

Grand total = 1850000

Particulars = Overhead

Machinery (40%)in $ =250000

Assembly 60% in $ = 250000

Total in $ = 500000

Grand total = 3500000

Thus,

The Direct material cost per unit = 2000000/7000 = 285.714 per unit

The  Direct labor per unit = 1000000/700 = 142.857 per unit

The Overhead cost per unit = 500000/7 = 71.4285 per unit

3 0
3 years ago
What is 44756 ÷167 long divison
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44756 divided by 167 equals 268 with a remainder of 0

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How old do you have to be to become a emergency doctor and a paramedic?
lbvjy [14]

Answer:30

Explanation:

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While filling out a personal assessment, a student notices that many of her interests involve science and research. Therefore, t
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Technology cluster would be your best bet.
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Suppose you purchase a​ 10-year bond with 6.5 % annual coupons. You hold the bond for four​ years, and sell it immediately after
Andrews [41]

Answer:

  • a. What cash flows will you pay and receive from your investment in the bond per $ 100 face​ value?

Year 0   Year 1   Year 2   Year 3   Year 4  

-$109,13   $6,50   $6,50   $6,50   $112,53 (6,5+106,03)  

  • b. What is the annual rate of return of your​ investment?

5,3%, the YTM of the bond.

Explanation:

If the YTM of the bond does not change during the year, it means that at the time the bond was sold, the total rate of return would be the same as was when the bonds were purchased, in this case 5,3%.  

  • Bond Value

Principal Present Value  =  F /  (1 + r)^t  

Coupon Present Value   =  C x [1 - 1/(1 +r)^t] / r  

Price of the Bond at the moment it was purchased:  

The price of this bond it's $59,66 + $6,5 = $109,13  

Present Value of Bonds $59,66 = $100/(1+0,053)^10    

Present Value of Coupons $49,47 =  $6,5 (Coupon) x 7,61  

7,61 =   [1 - 1/(1+0,053)^10 ]/ 0,053  

Price of the Bond 4 years later:    

The price of this bond it's $73,66 + $32,68 = $106,03    

Present Value of Bonds $73,66 = $100/(1+0,053)^6      

Present Value of Coupons $32,68 =  $6,50 (Coupon) x 5,03    

5,03 =   [1 - 1/(1+0,053)^6 ]/ 0,053    

4 0
4 years ago
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