Answer:
Logan Horse Ranch
The most accurate is:
e. None of the above are correct
Explanation:
Logan's payment to his brother, Luke, of $500 per hour, is not a reasonable business expense that can be deductible. Surely, $500 per hour is not a going rate for cleaning the horse stalls per hour. With Lucy doing grocery shopping for Logan, it does not resonate like an ordinary and necessary expense for the business. Therefore, options A to D are not correct. This leaves only option E as the most accurate.
GHI Corporation, a California corporation, has a six-person board. At a regular board meeting, only two directors attend. No notice was sent to any of the directors. The two attending call directors Alice and Bob and put them on a conference call. The four talk about the corporation buying Blackacre and then all agree to a resolution for GHI to buy Blackacre from Third Party. The Bylaws of GHI state that an action of the board requires the consent of a majority of the directors present at a meeting, and that a quorum is a majority of the authorized directors.
Select one:
a. the purchase is authorized because a quorum was present and a majority of those present approved the action.
b. the purchase is not authorized, since all real estate transactions require shareholder approval
c. the purchase is not authorized because prior written notice must be sent to each director
d. the purchase is not authorized because a quorum was not present at the board meeting
e. Two of the above are correct.
Answer:
a. the purchase is authorized because a quorum was present and a majority of those present approved the action.
Explanation:
going by the bye laws of GHI state, board action requires that majority of the members of the board are present and give consent in the meeting. here in this question, we have a 6 member board. Although only two of the board members are physically present, through conference call Alice and Bob increased the number to 2 when they joined in. Therefore the number of board members at this meeting is 4, then the requirement has been met. So since this 4 agreed to the purchase, it is authorized and valid since a quorum was present and a majority of them agreed to the action. option a is correct
The correct statement is a. the purchase is authorized because a quorum was present and, a majority of those present approved the action.
The quorum required by the Bylaws of GHI is for a majority of directors to be present, and in this case, four directors were present (two physically and two by conference call).
The Bylaws of GHI specify that every action of the directors should be supported by a majority present at a meeting. We can conclude that the purchase is authorized by the majority (100%).
Thus, the purchase of Blackacre by GHI is authorized.
Learn more about board of directors, quorum, and majority votes here: https://brainly.com/question/7985365
Project Management Practice ProblemBragg’s Bakery is building a new automated bakery downtown Sandusky. Here are the activities that need to be completed to get the new bakery built and the equipment installed.
ACTIVITYPREDECESSORNORMAL TIME (WEEK)CRASH TIME (WEEK)EXPEDITING COST/WEEKA-963000BA853500CA15104000DB,C532000EC1062500FD,E215000
Hint: I have directly provided the crashing cost per unit time.
a. What is the normal project length?
b. What is the critical path in this project?
c. Which activity will you choose to crash first to reduce the duration of the project by one week?
d. What is the project length if all activities are crashed to their minimum?
e. What is the slack for activity D?
Answer:
a. The normal project length is 36 weeks.
b. The critical path in this project is A-C-E-F.
c. The activity that you choose to crash first to reduce the duration of the project by one week is E because it has the least expediting cost/week amongst A, C, E, F.
d. The project length if all activities are crashed to their minimum is 23 weeks.
e. The slack for activity D is 5 weeks.
Explanation:
a) The normal length of the project = completion time of last activity = 36 weeks.
b) The criteria for critical activity:
[tex]LC_{i} = ES_{i} ,\\LC_{j} = ES_{j} ,\\[/tex]
[tex]ES_j - ES_i = LF_j - LF_{i} =[/tex] duration of the activity
where ES = Earliest start time, EF = Earliest finish time , LC = latest completion time, LF = latest finish time ,
The suffix- i refers to the preceding node, suffix-j refers to the succeeding node.
activities satisfying above all criteria are A, C, E, F
therefore critical path is A-C-E-F.
c) To reduce the project duration by 1 week. we should choose to crash among critical activities A, C, E, F. thus we choose to crash activity E because it has the least expediting cost/week amongst A, C, E, F.
d) if we crash all the activities to their minimum, then the project length = sum of crash time of all critical activities
= [6 + 10 + 6 + 1]
= 23 weeks.
e) The slack of activity d = LS - ES = 34 - 29
= 5 weeks
The critical path is given in the diagram,
Several years ago, Castles in the Sand Inc. issued bonds at face value of $1,000 at a yield to maturity of 8%. Now, with 7 years left until the maturity of the bonds, the company has run into hard times and the yield to maturity on the bonds has increased to 12%. What is the price of the bond now
Answer:
$814.10
Explanation:
Calculation to determine what the price of the bond now
Using this formula
Bond price = PV of coupon payments + PV of face value
Bond price= C×((1 / r) – {1 / [r(1 + r)t]}) + FV / (1 + r)t
Let plug in the formula
Bond price= [(.080 ×$1,000) / 2] ×[[1 / (.12 / 2)] – (1 / {(.12 / 2)[1 + (.12 / 2)](7 ×2)})] + $1,000 / [1 + (.12 / 2)](7 ×2)
Bond price= $814.10
Therefore the price of the bond now is $814.10
You have just started a new job and plan to save $5,200 per year for 36 years until you retire. You will make your first deposit in one year. How much will you have when you retire if you earn an annual interest rate of 9.54 percent?
a. $1,331,411.17
b. $1,394,509.68
c. $1,346,423.14
d. $1,268,312.65
e. $1,333,878.83
Answer:
$1,394,509.68
Explanation:
Savings amount = $5200
Period = 36 years
Interest = 9.54 percent
We solve for the future value of the annuity
= $5200[(1+0.0954)³⁶-1/0.0954]
= 5200 x [1.0954³⁶-1/0.0954]
= 5200 x 268.1749
= 1,394,509.681 dollars
Therefore after retirement and at an interest rate of 9.54 percent, you would be earning 1,394,509.681 dollars.
Option b.