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spin [16.1K]
3 years ago
14

The mining and export of minerals and precious stones is very important part of the Namibian economy. It was reported that despi

te a sharp decrease in the quantity of these exports between 1995 and 1999 the export value of the items rose in that period. a) Where the minerals and precious stones would be recorded in the Namibian balance of payments?
Business
1 answer:
Nutka1998 [239]3 years ago
4 0

Answer:

The minerals and precious stones would be part of the current account, which is one of the three components of the balance of payments, the other two being the capital account and the financial account.

Explanation:

The current account includes income transfers, current transfers, the balance in the trade of services, and the balance in the trade of goods. The export value of minerals and precious stones would more specifically be in the balance of the trade of goods, simply because minerals and precious stones are classified as economic goods.

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Answer:

What will be the amount of this annuity payment?

$711.888

Explanation:

N Monthly principal interest Net value

                           5.000.000

1 711.888 361.888 350.000 4.638.112

2 711.888 387.220 324.668 4.250.893

3 711.888 414.325 297.562 3.836.568

4 711.888 443.328 268.560 3.393.240

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6 711.888 507.566 204.322 2.411.313

7 711.888 543.096 168.792 1.868.218

8 711.888 581.112 130.775 1.287.106

9 711.888 621.790 90.097 665.315

10 711.888 665.315 46.572 (0)

7 0
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Which of the following options is a challenge to the sustainability of strategically implementing an information​ system? A. Man
Ludmilka [50]

Answer:

D. Customers and suppliers willing to learn and evolve with new technology

Explanation:

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4 years ago
Read 2 more answers
A manufacturer makes two types of handmade fancy paper bags: type A and type B. Two designers—a cutter and a finisher—need to wo
avanturin [10]

Answer:

Type A to produce 44 bags and Type B to produce 16 bags to maximize profit of $440

Explanation:

Let X be the number of bags for Type A and Y be the number of bags for Type  B

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Type A                              2X                   1X    =   $6X

Type B                  <u>             1Y                   2Y     =  $11Y</u>

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2x+1y= 104

1x+2y=76

y= 104-2x

x+2(104-2x) = 76

x+ 208-4x = 76

132= 3x

x= 44 bags

y= 104-2(44)

y= 16 bags

Type A should produce 44 bags and Type B 16 bags to maximize profit

Maximum Profit = 6X + 11Y

                         = 6(44) + 11(16)

                        = $440

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