Which of the following is true about A/B testing?A. You need to attend WPC 300 course to learn about A/B Testing.B. To increase
1 answer:
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Answer:
(E) 225,000; 195,000
Explanation:
Provided information,
Method used = FIFO
Provided units in opening as well as closing are 100% complete with respect to materials.
Opening = 50,000 units for $70,500 which were 100% complete with respect to material
During the month = 225,000 units for $342,000
Since both are 100 % complete for materials
Equivalent units for materials for the month = 225,000 = 225,000 units
Provided for conversion cost
Opening = 50,000 which is 40% complete, that means 60% was not complete which is completed during the month
= 50,000 60 % = 30,000 units during the month
225,000 units newly added this month out of which 150,000 units are completed
Remaining 75,000 units are 20% complete for conversion cost = 75,000 20% = 15,000 units completed.
Equivalent units completed during the month = 30,000 from opening + 150,000 + 15,000 = 195,000 units
Therefore correct option is
(E) 225,000; 195,000
Answer:
A) $12,528
Explanation:
We should consider the rent payment as an annuity. Because we are paying, it should be considered the present value of an annuity.
C 2,468
time 6
rate 0.05
PV $12,526.8080
We are asked for the closet option, so we have to chose A) 12,528
Answer:
$30.2067
Explanation:
From the given question, using the dividend discount model
where:
r is the Expected return on stock and be calculated as:
Expected return on stock = Risk free rate + Beta × (Expected Market Return - Risk free rate)
Expected return on stock = 5% + 1.25 × (14% - 5%) = 16.25%
However, the current price in this process will b used as the dividend price for all future expenses.
Dividend Yield = Current Dividend/The Share Price
Current dividend D0 = 6% × $25.00 = $1.50
D₁ = D₀ × (1 + g)
D₁ = 1.5 × (1 + g)
Thus, we can now employ the use of the growth dividend model (constant) to determine the value of g as follows:
By cross multiply, we have:
4.0625 - 25g = 1.5 + 1.5g
collect like terms, we have:
4.0625 - 1.5 = 1.5g + 25g
2.5625 = 26.5g
Divide both sides by 26.5, we have:
2.5625/26.5 = 26.5g/26.5
g = 9.67%
Similarly, suppose the value for the second year-end to be Y₂;
Then the constant growth dividend model can be computed as:
where;
D₃ = D₂ × (1 + g)
D₂ × (1 + g) = D₁ × (1 + g) × (1 + g)
D₁ × (1 + g) × (1 + g) = D₀ × (1 + g) × (1 + g) × (1 + g)
D₁ × (1 + g) × (1 + g) = D₀ × (1 + g) × (1 + g) × (1 + g) = D₀ × (1 + g) × 3
D₃ = 1.5 × (1 + 9.67%) × 3
D₃ = $1.9876
Finally:
Y₂ = $30.2067