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ddd [48]
2 years ago
12

Routine purchases may only require ______ information search, whereas one-time high expense purchases require more ______ inform

ation search time.
Business
1 answer:
natta225 [31]2 years ago
7 0

Routine purchases may only require internal information search, whereas one-time high expense purchases require more external information search time.

<h3>What is Routine purchases?</h3>

The  routine purchases are one that people make to seek for  little decision-making, however this purchases are made with “programmed behavior.

Hence , Routine purchases may only require internal information search, whereas one-time high expense purchases require more external information search time.

Find out more on Routine purchases at brainly.com/question/26242633

#SPJ1

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Suppose that demand for a product is Q = 1200 − 4P and supply is Q = −240 + 2P. Furthermore, suppose that the marginal external
eimsori [14]

Answer: 16 units more than social optimum.

DWL = dead weight loss = (1/2)*(Q* - Q°) 12 =96

Explanation:

Q=1200 - 4P and Q=-240 + 2P

In a free market quantity demand =quantity supplied

1200 -4P = -240 +2P

P =240

Sub P

Q* = 240

Socially optimal quantity is

Marginal social benefit (MSC)= marginal social cost(MSC), including external damage =MEC

MPC= marginal private cost =inverse of supply function

MPC = (1/2)*Q + 120

MEC=12

MSC =(MPC +MEC) = (1/2)Q +120 +12

MSC= MPB where MPB is marginal private benefit = inverse of demand functn

MPB = 300 -(1/4)Q

(1/2)Q + 132 =300 - (1/4)Q

Q° = 224

Difference btw Q* & Q° = 16 units more than social optimum.

DWL = dead weight loss = (1/2)*(Q* - Q°) 12 =96

4 0
3 years ago
Brilliant Accents Company manufactures and sells three styles of kitchen faucets: Brass, Chrome, and White. Production takes 25,
stepan [7]

Answer:

1. Using the ABC system, for each style of faucet, compute the estimated overhead cost per unit.

Brass = [(30 x $4,900) + (900 x $150)] / 30,000 units = $9.40 per unit

Chrome = [(25 x $4,900) + (1,000 x $150)] / 50,000 units = $5.45 per unit

White = [(40 x $4,900) + (800 x $150)] / 40,000 units = $7.90 per unit

2. Compute the estimated operating profit per unit.

Brass = $40 - $8 - $15 - $9.40 = $7.60

Chrome = $20 - $4 - $3 - $5.45 = $7.55

White = $30 - $8 - $9 - $7.90 = $5.10

Explanation:

cost per setup = $465,500 / 95 = $4,900 per setup hour

cost per inspection = $405,000 / 2,700 = $150 per inspection hour

                                               BRASS      CHROME     WHITE

Projected sales in units        30,000        50,000      40,000

Per unit data: Selling price     $40              $20            $30

Direct materials                        $8                 $4              $8

Direct labor                             $15                 $3              $9

Setup hours                              30                 25             40

Inspection hours                    900             1,000           800

4 0
3 years ago
You are a​ risk-averse investor who is considering investing in one of two economies. The expected return and volatility of all
galben [10]

Answer:

It's best to invest in the second economy

Explanation:

The question does not provide information on the hypothetical economic expectations of the two economies, but as a risk-averse investor, it's a better idea to try to "spread" the risk instead of concentrating it.

In the first economy, conditions might or might not be good. If they are good, returns will be extraordinary because all stocks will provide good returns, but if conditions take a turn for the worse, all stocks prices will fall and the financial consequences will be catastrophic.

In the second economy, results might never be as good as in the first economy, but they also will not ever be as bad. The risk is spread between various stocks, and while some may fall in price, others will rise, and viceversa. For a risk-adverse investor, this a far better option.

3 0
3 years ago
You purchased shares of a mutual fund at a price of $20 per share at the beginning of the year and paid a front-end load of 5.75
valkas [14]

Answer:

3.44%

Explanation:

The computation of the return if sold the fund at the year end is shown below:

= {[Price × (1 - Front End Load) × ((1 + fund increase percentage) -expense ratio)] - price} ÷ price

={[$20 per share × (1 - 5.75%) × ((1 + 11%) - 1.25%)] - 20} ÷ 20

= 3.44%

We simply applied the above formula so that the correct return could come

6 0
3 years ago
The Shirt Shop had the following transactions for T-shirts for Year 1, its first year of operations: Jan. 20 Purchased 400 units
viva [34]

Answer:

WA      1,682

LIFO      910

FIFO  2,260

Explanation:

\left[\begin{array}{cccc}Date&Cost&Units&Subtotal\\$Jan 20th&8&400&3200\\$April 21th&10&200&2000\\$July 25th&13&280&3640\\$Sept 19th&15&90&1350\\$Total&10.51&970&10190\\\end{array}\right]

We add the units purchase and the subtotal to get the total units available for sale.

Ending inventory physical units: 970 - 810 = 160 units

<u>Then, we calculate for each method:</u>

Weighted average:

cost of goods / available units = 10,190 / 970 =  10.51

160 units x 10.51 = 1,681.6‬

LIFO:

Ending inventory will be the oldest units:

160 units x 8 = 960

FIFO:

Ending inventory will be the newest units as the units are sold as soon as they come in

90 x 15 =  1,350

70 x 13 =     910

Total       2,260

5 0
3 years ago
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