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Serggg [28]
4 years ago
12

In reality, most decisions fall between: A. recurring and unstructured decisions. B. recurring and nonrecurring decisions. C. st

ructured and unstructured decisions. D. structured and nonrecurring decisions.
Business
1 answer:
Ivenika [448]4 years ago
7 0

Answer: C. structured and unstructured decisions

Explanation:

In reality, most decisions fall between structured and unstructured decisions. It should be noted that for an unstructured decision, the decision maker had to give an evaluation and judgement into the definition of the problem.

Structured decisions are typically repetitive and therefore the decision makers can just use a particular procedure to handle them.

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___________________ are for-profit organizations that contract out or lease a wide range of light manufacturing, warehousing, an
suter [353]

Answer:

Consolidation warehouses

Explanation:

Consolidation warehouses are warehouses that, as the name implies, consolidate a number of smaller shipments from other companies into a larger shipment, in a specific area.

Consolidation warehouses can also offer light manufacturing services, but their main function is to consolidate shipment into a single place, and distribute those shipments in a more cost-efficient manner.

6 0
4 years ago
One employee explains that they have been overworked and underpaid for some time. These issues illustrate the employee's _______
djyliett [7]

Answer:

Stress

Explanation:

6 0
4 years ago
Read 2 more answers
Suppose that initially a bank has excess reserves of $800 and the reserve ratio is 30%. Then Andy deposits $1,000 of cash into h
ratelena [41]

Answer:

excess reserves after lending  = $900

so correct option is C) $900

Explanation:

given data

reserves = $800

reserve ratio = 30%

deposits = $1,000

bank lends = $600

to find out

That bank can lend an additional

solution

first we get required reserves from new deposit that is express as

required reserves  = deposit × reserve ratio      ......................1

put here value

required reserves  = $1000 × 30%

required reserves  = $300

and

now excess reserves from new deposits will be  

excess reserves = deposits - required reserves     .......................2

put here value

excess reserves = $1000 - $300

excess reserves  = $700

and

total excess reserves  will be here

total excess reserves = old excess reserves + new excess reserves     ...........3

put here value

total excess reserves =  $800 + $700

total excess reserves = $1500

so that

excess reserves after lending is here express as

excess reserves after lending  = excess reserves - amount given to Molly   ..........................4

put here value

excess reserves after lending  = $1500 - $600

excess reserves after lending  = $900

so correct option is C) $900

3 0
4 years ago
What is target​ costing? A. Designing a​ product, then determining its cost and price B. Basing price on customer perceptions of
aivan3 [116]
The answer would be (D); Setting acceptable costs and then setting the price.
7 0
3 years ago
Michelle Duncan wants to know her affordable home purchase price. Her annual gross income is $49,800. She has $820 per month of
Alex Ar [27]

Answer:

d) $84,439

Explanation:

We can use the rule of 28/36 to calculate Michelle's affordable home purchase. She should only spend up to 28% of her monthly income on housing expenses and up to 36% of her monthly income paying for debt service.

monthly salary = $49,800 / 12 = $4,150

her total monthly amount to pay for debt service = $4,150 x 36% = $1,494

she is already paying $820 per month for other debts, so her monthly payment should be less than: $1,494 - $820 = $674

her total monthly amount to pay for housing expense = $4,150 x 28% = $1,162

she is planning on paying $270 in related house expenses, so her monthly payment should be less than: $1,162 - $270 = $892

out of the five options, Michelle cannot afford to buy the $253,316 house, but she can afford to buy the $84,439 house.

[($21,110 x 0.75) / $1,000] x 7.69 = $121.75 monthly payment

[($253,316 x 0.75) / $1,000] x 7.69 = $1,461 monthly payment

[($63,329 x 0.75) / $1,000] x 7.69 = $365.25 monthly payment

<u>[($84,439 x 0.75) / $1,000] x 7.69 = $487 monthly payment</u>

[($48,710 x 0.75) / $1,000] x 7.69 = $280.93 monthly payment

4 0
3 years ago
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