What is one benefit of buying preferred stocks?

Rylan Corporation received an offer from an exporter for 25,000 units of product at $16 per unit. The acceptance of the offer wi

hammer [34]

Answer: a.$275,000

Explanation:

Let us assume local production sales of 0 for simplicity of analysis.

At 0 there will be no Variable Costs and no fixed costs because they are dependant on the amount of units produced.

If then Rylan Corporation receives 25,000 units at $16 per unit this will change the Variable costs as it will have to incorporate the new units.

The question however says that normal production continues. This means that Fixed costs do not change. That means fixed costs remain at $0.

That means the only change will be the Variable costs of selling 25,000 units.

At a rate of $11 per unit we then have,

= 11 * 25,000

= $275,000

The costs have increased by $275,000 from 0 which means that $275,000 is the Incremental cost.

Note that Fixed and Variable costs of 0 are improbable and we're only used for simpler analysis. Feel free to try the question with other number of units for your own practice. You will arrive at the same answer regardless.

8 0

3 years ago

Sarah recently bought a bicycle. After a few days of cycling, she realized that she needed a basket on the bicycle to keep her b

Sloan [31]

Answer:

Functional need

Explanation:

Functional need -

It refers to the needs of the human being , which are important for the survival , is referred to as functional need .

These are basic requirements which are important for the day to day activities of the people .

Hence , from the scenario of the question,

Sarah bought a cycle , but as soon as she realized that basket is important for keeping her bag and other item .

Hence, the need of basket is the functional need .

3 0

3 years ago

ou have just read an explanation of the figures you studying as the total dollar value of final goods and services produced with

Shalnov [3]

Answer:

REAL GDP

Explanation:

GDP typically used as a variable to measure a nation's economic strength within a certain time period. But often time, the value of GDP is a little bit jaded. If the inflation is high, an increase in GDP doesn't really mean that the country become more productive.

This is why there are many experts prefers to use REAL GDP as a more accurate unit to measure the economic strength.

7 0

3 years ago

The Acme Widget Company has found that if widgets are priced at s 389, then 1000 will be sold. They have also found that for eve

kvv77 [185]

Answer:

See the explanation below.

Explanation:

a. The number of widgets that will be sold

Let y represent the number of widgets that will be sold, and and we already have x as price of widget, we therefore have:

y - 1,000 = (-600/10) * (x - 389)

y - 1,000 = -60 * (x - 389)

y = 1,000 - [60 * (x - 389) ]

y = 1,000 - 60x + 23,340

y = 24,340 - 60x

b. The revenue generated by the sale of widgets

Let R represent Revenue, therefore we have:

R = xy

R = x(24,340 - 60x)

R = 24,340x - 60x²

c. The cost of producing just enough widgets to meet demand

Let C represent total cost, we therefore have:

C = 8,000 + 97.25y

C = 8,000 + 97.25(24,340 - 60x)

C = 8,000 + 2,367,065 - 5,835x

C = 2,375,065 - 5,835x

d. The proft from selling widgets

Let P represent profit, we therefore have:

P = R - C

P = 24,340x - 60x² - (2,375,065 - 5,835x)

P = 24,340x - 60x² - 2,375,065 + 5,835x

P = - 60x² + 30,175x - 2,375,065

e. Find the price that will maximize profits from the sale of widgets

Profit is optimum when dP/dx = 0

Therefore, we have

0 = - 120x + 30,175

120x = 30,175

x = 30,175/120 = $251.46

4 0

3 years ago

Tyler Apiaries sells bees and beekeeping supplies. Bees (including a queen) are shipped in special packages according to weigh

Sergio039 [100]

Answer: 0.143

Explanation:

Given the following :

Average package weight(m) = 1.9kg

Standard deviation(sd) = 1.4kg

Upper Tolerance Limit (UTL) = 2.5kg

Lower Tolerance limit (LTL) = 1.1kg

Cpk = min[( average weight -Lower Tolerance Limit / 3 (standard deviation) , (UTL- average weight / 3(Standard Deviation)]

Cpk = min[( 1.9 - 1.1 / 3 (1.4)) , (2.5 - 1.9 / 3(1.4))]

Cpk = min[(0.8 / 4.2), (0.6 / 4.2)]

Cpk = min[0.190, 0.143])

Hence,

Process capability index = 0.143

3 0

3 years ago