Answer:
The answer is: Both parties could win, depending if there were other conditions established for the auction.
Explanation:
Usually when an auction is carried out there are conditions established beforehand by the auctioneer that must be fulfilled in order for the sale to be completed.
In this case, since we don´t know what other conditions the town of Sanford included in the auction, if any other condition at all, we can´t conclude which party could win the lawsuit. For instance if a reserve was required but Arthur and Arlene didn´t do the reserve deposit, then they will obviously lose. The same happens with other established conditions like a minimum price set, etc. But if no other condition established, then Arthur and Arlene could win.
<span>Can create mental map of the chosen routes. By following certain routes on a daily basis, a person can mentally remember how to get to destination without having to do recalling that anyone would do when they haven't fully remember how to get there. There wouldn't be a need to use GPS or mapping app, if he or she can recall how to get there.</span>
Answer:
Land (Dr.) $1,800,000
Land Improvements $540,000
Building 2 $660,000
Building 1 demolish expense $346,400
Land grading expense $187,400
Building 3 construction cost $2,242,000
Land 2 improvement cost $168,000
Cash (Cr.) $22,143,800
Explanation:
Mitzu Co. has paid lump sum amount for 2 buildings and land. The building 1 has no value so its value is considered as zero and all the amount will be attributed to land and building 2. The company has also incurred costs for the demolish of building 1 which will be charged in the books of accounts as one off expense.
Answer:
Answer is explained in the explanation section below.
Explanation:
Data Given:
Material Cost Per Trailer = $500
Material Cost plus Profit Per Trailer (15%) = $500 + 75 = $575
Selling Price = $1000
Labor Cost Remaining Per Trailer = $425
Formula to Calculate the number of Trailers:
X = X1 (
)
Where,
N = number of Trailers
S = Slope Parameter
X = $425
X1 = $700
So, First we need to find the slope parameter, in order to calculate the number of trailers to be built.
S = 
where, α = 0.85 rate of improvement.
Plugging in the values into the formula, we get:
S = 
S = -0.234
Now, we can easily find the number of trailers.
X = X1 ()
Plugging in the values,
425 = 700 x (
)
Solving For N, we get:
N = 8.4 Trailers
N = 9 Trailers.
Hence, 9 Trailers must be built in order to realize this rate of profit.
