Answer:
Risk return you expect to pay high average return since it will give us better economic conditions.
Answer:
$33.33
Explanation:
The computation of the predetermined overhead rate is shown below: In this question, we have to apply the formula that is presented below:
Predetermined overhead rate = (Total estimated overhead) ÷ (estimated direct labor-hours)
= $2,500,000 ÷ 75,000 direct labors hours
= $33.33
Simply we divide the anticipates total overhead by the anticipated direct labor hours
Answer:
B - The potential for the preferences and needs of niche members to shift over time toward mainstream provider product attributes.
Explanation:
In the long term, such focused goods and services might be provided by every supplier, hence the Company (focused on one product) might earn less profits and lose its competitive advantage as more players have entered the competition to produce and sell similar products.
Answer:
<em>Increase to Cash dividends</em>
Explanation:
The entry on declaration of dividend is Retained earnings debit and credit is given to dividend payable. The cash dividend will increase to shareholders as a result of this action. The dividend payable will increase. Cash is not affected when dividends is declared. Cash is affected only when dividend is paid on August 15, 2017. Cash dividend will not decrease since dividend is paid it will increase. There are total 2 entries passed one on July 15th for dividend declaration and on August 15th for dividend payment. The record date of July 31 is only for determining which shareholders are eligible for dividend and no entry is needed.
Answer:
594 units
Explanation:
We must apply the logistics growth model, since applying linear or exponential growth will result in numbers which are much higher than the total production capacity of this facility. When we use the logistics growth model, the growth rate decreases as the resource limit approaches.
f(x) = c / (1 + ae⁻ᵇˣ)
initial value = c / (1 + a) = 240
600 = 240 + 240a
360 = 240a
a = 1.5
b = growth rate = (360 - 240) / 240 = 0.5
x = 5
e = 2.71828
f(x) = 600 / [1 + [1.5 x (2.71828⁻⁵) = 600 / 1.010106954 = 593.9965 = 594 units