Answer:
$ 74.23
Explanation:
We are given the following:
mean, μ = $ 104.50
standard deviation, σ = $ 23.62
Using the z-score table, we have
P(Z < z) = 10% (since we are evaluating lowest 10% of values)
hence P(Z < z) = 0.10
P(Z < -1.282 ) = 0.10
z = -1.282 (this evaluates to 0.1 on the z-score table)
Using z-score formula,
x = z *σ + μ
substituting the values,
x =- - 1.282 * 23.62 + 104.50
= 74.23
The most for the stock is $ 74.23
Answer:
3.05%
Explanation:
According to Pure Expectation Theory, the future short term interest rates are actually the forward rates.
Mathematically,
(1 + r2,0)^2 = (1 + r1,0)^1 * (1 + r1,1)^1
Here,
r2,0 is the rate of interest for 2 year treasury security from today
r1,0 is the rate of the interest for 1 year treasury security from today
r1,1 is the rate of the interest for 2 year treasury security from Year 1
By Putting Values, we have:
(1 + r2,0)^2 = (1 + 0.04)^1 * (1 + 0.021)^1
(1 + r2,0)^2 = 1.06184
By taking square-root on both sides, we have:
(1 + r2,0) = 1.0305
r2,0 = 3.05%
Answer:
A. Retained earnings
Explanation:
At the end of the period, the temporary accounts are closed, their balance is transfer to retained earnings, so the COGS and the sales revenue involved in the intra-entity transfer are contained in the retained earnings account
Answer:
(i) 900 CDs
(ii) Greater than; $1,650
Explanation:
(1) Break-event point will be when the contribution margin from total sales is equal to fixed costs,
Contribution Margin = Selling price - variable cost
= $(21.5 - 9.5)
= $12
Contribution Margin *Number of CDs sold = $10,800
Break-even point for Studio A = 10,800 ÷ 12
= 900 CDs
(2) Studio A would be more profitable when the extra profit earned from per unit sale of CD exceeds the extra fixed cost given in Studio A.
Extra Contribution margin in Studio A = $(12-10)
= $2
Extra Fixed cost in Studio A = $(10,800 - 7,500)
= $3,300
Studio A should be chosen if sales is greater than (3300/2) = $1,650.
Answer:
$42,240
Explanation:
The computation of the balance of the Accumulated Depreciation account at the end of 2019 is as follows;
But before that the depreciation rate is
= 1 ÷ 5 × 2
= 40%
For the first year, the depreciation expense is
= $66,000 × 40%
= $26,400
Now for the 2019, the depreciation expense is
= ($66,000 - $26,400) × 40%
= $15,840
Now the accumulated depreciation is
= $26,400 + $15,840
= $42,240
