Answer:
$2,338
Explanation:
For computing the ending inventory, first we have to determine the average cost per unit, then ending inventory units which are shown below:
= (Beginning inventory units × price per unit + first purchase inventory units × price per unit + second purchase inventory units × price per unit + third purchase inventory units × price per unit) ÷ (Beginning inventory units + one purchase inventory units + second purchase inventory units + third purchase inventory units)
= (11 units × $51 + 15 units × $53 + 21 units × $55 + 17 units × $57) ÷ (11 units + 15 units + 21 units + 17 units)
= ($561 + $795 + $1,155 + $969 ) ÷ (64 units)
= ($3,480) ÷ (64 units)
= $54.375 per unit
Now the ending inventory units would be
= Available units for sale - sale units
= 64 units - 21 units
= 43 units
Now the ending inventory would be
= Ending inventory units × average cost per unit
= 43 units × $54.375 per unit
= $2,338
Answer:
Menu Costs
Explanation:
From the question we are informed about Gilberto who manages a grocery store in a country experiencing a high rate of inflation. To keep up with inflation, he spends a lot of time every day updating the prices, printing new price tags, and sending out newspaper inserts advertising the new prices. His employees regularly deal with customer annoyance over the frequent price changes. This case is an example of the of Menu Costs inflation.
In domain of economics, menu cost can be regarded as the cost to a firm that results due to changing its prices. When there is high inflation, firms needs to often make a change to their prices ,so they can keep up with economy-wide changes. The name arised out of the cost of a printing new menus of a restaurants , but it is used by economists when they are generally referring to the costs of changing nominal prices
.
Answer:
The beta of stock T is 1.82
Explanation:
The portfolio beta is made up of the weighted average of the individual stock betas in the portfolio.
The formula for portfolio beta is,
Portfolio beta = wA * beta of A + wB * beta of B + ... + wX * beta of X
The weight of stock T in the portfolio is = 1 - (0.11 + 0.56) = 0.33 or 33%
Let beta of Stock T be x. The beta of Stock T is:
1.47 = 0.11 * 0.84 + 0.56 * 1.39 + 0.33 * x
1.47 = 0.0924 + 0.7784 + 0.33x
1.47 - 0.0924 - 0.7784 = 0.33x
0.5992 / 0.33 = x
x = 1.815 rounded off to 1.82
Answer:
A. $17,280.
Explanation:
First we have to find the depreciation rate which is shown below:
= One ÷ useful life
= 1 ÷ 5
= 20
Now the rate is double So, 40%
In year 2017, the original cost is $120,000, so the depreciation is $48,000 after applying the 50% depreciation rate
And, in year 2018, the ($120,000 - $48,000) × 40% = $28,800
And, in year 2019, ($120,000 - $48,000 - $28,800) × 40% = $17,280
Hence, the first option is correct
