Answer:
$1,340,000
Explanation:
The computation of the amount of aid-in capital - excess of par increase as a result of this transaction is shown below:
Total market value = Common stock + Additional paid-in capital account
Where,
Total market value is
= 5,600 hours × $260 per hour
= $1,456,000
Common stock
= 116,000 shares × $1
= $116,000
So, the additional paid in capital is
= $1,456,000 - $116,000
= $1,340,000
Based on the fact that Eng 230 is an English language course, it will most likely fall under Humanities or Fine Arts.
<h3>What classification does English fall under as a college course?</h3>
The link is not provided so I will have to give a general answer.
English as a language will often fall under the Humanities department where you might find other languages such as French and Spanish.
In some cases, it could also fall under Fine Arts thanks to its use in Theatre and Drama as well as Film and Television.
Find out more on college electives at brainly.com/question/3928408.
#SPJ11
Goal displacement, satisficing, and groupthink are the<u> advantages of </u><u>group decision-making.</u>
Group decision-making simply means the process where several individuals act collectively in order to analyze a particular problem.
During group decision-making, several ideas are considered and the best approach or idea is chosen in order to achieve a particular goal.
Some of the advantages of the <em>group decision-making</em> include goal <em>displacement, satisficing</em>, and groupthink.
Read related link on:
brainly.com/question/25067788
Answer:
$24.7million
$97.86million
$9.89million
Explanation:
From the sample , the lowest number is 16.3 and the highest number is 41, the range is
41-16.3
=$24.7 million
Σ
In the sample given the mean is . : (41 +40 +38+ 32+ 23+ 22+ 20+ 18+ 17.8 +16.3 )/10
mean=26.81
Using that, we can find the variance:
[(41-26.81)^2+(40-26.81)^2+(38-26.81)^2+(32-26.81)^2+(23-26.81)^2+(22-26.81)^2+(20-26.81)^2+(18-26.81)^2+(17.8-26.81)^2+(16.3-26.81)^2]/10=97.86million
The standard deviation is just the square root of the variance:
standard deviation=√(var)
, the standard deviation is the square root of 97.86, which equals $ 9.89 million