Answer:
Under striaght line the depreciation wil be of 10,548 dollar per year.
Explanation:
the accouting will enter the asset as the sum of all necessary cost to aquire it and leave it ready for use:
price 54,500
taxes 2,050
shipping 100
insurance 110
installation <u> 80 </u>
<em>total </em><em> 56,840</em>
depreciation per year:
(cost - salvage value ) / useful life
(56,840 - 4,100) / 5 = 10.548
Answer:
Annual depreciation= $14,355
Explanation:
Giving the following information:
Original cost= $65,800
Number of units= 200
Salvage value= $2,000
During the first year, the band performs 45 concerts.
To calculate the annual depreciation under the units-of- production method, we need to use the following formula:
Annual depreciation= [(original cost - salvage value)/useful life of production in units]*units operated
Annual depreciation= [(65,800 - 2,000)/200]*45
Annual depreciation= $14,355
Answer:
B
Explanation:
Any auction is either “with reserve” or “without reserve.” And the answer how an auctioneer handles higher bids rests with the type of auction being conducted.
In a with reserve auction, the auctioneer may refuse a higher bid (reserve the right to refuse …) where in a without reserve auction, any higher bid must be accepted.
Said another way, in a with reserve auction, the auctioneer is not bound to sell to the highest bidder. In essence, the next higher increment represents the minimum bid.
<span>It
is an example of the primacy effect. Primacy effect is one of the two main
components of a broader concept known as the serial position effect. The serial position
effect says that when given a list of information and later asked to recall
that information, the items at the beginning (primacy) and the items at the end
(recency) are more likely to be recalled than the items in the middle.</span>
Answer:
$894.65
Explanation:
Given data:
n= time = 10 years
par value= $1000
annual coupon = 5.5%
interest rate = 7.0%
bond price = present value of interest + present value of redemption value.
present value of interest:
C = 5.5% of 1000 = $55
PV = C x (1 - (1 + r)^(-n)/r
PV = 55 x 1.07^(-10)/0.07
PV = 386.3
present value of redemption value:
pv = f / (1 + r)^(n)
where f = par value
PV = 1000 / (1.07)^(10)
PV = 508.35
summing up both values
508.35 + 386.3
= $894.65