Answer:
b. Edouard Seguin
Explanation:
Based on the information provided within the question it can be said that the individual being mentioned is Édouard Séguin. Seguin was a physiscian that was born in Nievre, France on January 20, 1812. Seguin worked on research regarding children having cognitive impairments such as intellectual and developmental disabilities.
Answer:
- The corporation survives even if managers are dismissed.
- Shareholders can sell their holdings without disrupting the business.
Explanation:
Large corporations are not as easy to dissolve as other types of companies because they have other resources that are able to keep them going if they lose some. One of those resources could be a manager. Should a manager be dismissed, the corporation will survive and simply replaced the dismissed manager.
Also with such corporations, the shareholders can simply sell their shares and the business's operation will not be disrupted as the shareholders do not have any direct say over the day to day running of the business.
Answer:
$175,808
Explanation:
P=R (1-(1+i)^-n)/i
Where P=780,000*90%=$702,000
R=?
i=8%
N=5 years
By putting above values in formula, we get
P=R(1-(1+.08)^-5)/.08
702,000=R*3.993
R=702,000/3.993
R=$175,808
Answer:
The sales unit to achieve a target profit of $6,250 is 545 units
The sales units to achieve to achieve a target profit of $9,400 is 590 units
Explanation:
The quantity at target profit=fixed cost+target profit/contribution per unit
fixed expense=$31,900
target profit $6,250
contribution per unit=$140-$70
=$70
unit sales at a target profit of $6,250=($31,900+$6,250)/$70
=545 sales units
fixed expenses $31900
target profit of $9400
contribution per unit is $70
unit sales at a target profit of $9,400=($31900+$9400)/$70
=590 sales unit
Answer
The answer and procedures of the exercise are attached in the following archives.
Step-by-step explanation:
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
