Answer:
Average time per unit is 59.6 hours
Explanation:
As we know as the work is done the learning of the labor force increases and they require less time to produce the next unit. An average time required to produce specific numbers of unit including cumulative effect of the learning curve.
As per given data
Number of units = 30 unit
Ratio of Time to produce second unit = 90 / 100 = 0.9
Accumulated Average time per unit Formula is
y = aX^b
Where
y = Average time per unit = ?
X = Cumulative Numbers of unit = 30
a = Time required to produce first unit = 100 hours
b = factor used to calculate cumulative average time = log (Learning Curve %/ log2) = Log (90/100) / Log2 = -0.152
Place value value in the formula
y = 100 x 30^ -0.152 = 59.6 hours
Answer: $54,000 per production run
Explanation:
As we are dealing with the decision of whether or not to process the good further, the irrelevant cost would be the cost of producing product B from input R.
This is because this cost has already been incurred to produce product B and so is a sunk cost. Sunk costs are irrelevant to the decision to process further.
30,000 units of B were made from 90,000 units R so the cost of B is:
= 30,000 / 50,000 * 90,000
= $54,000
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<em>The options here are probably for a variant of this question.</em>
Answer:
At equilibrium demand is equal to supply therefore
Qd=Qs
50-2P=3P
By collecting like terms
50=3P+2P
50=5P
P=10
THEREFORE equilibrium price is 10
Explanation:
Answer:
The market rate of return on the stock is 12.55%
Explanation:
Computing the market rate of return on the stock is as:
Selling price of common stock = Expected price per share / (Rate of return [R] - Dividend)
where
Selling price of common stock is $26.46
Expected price per share is $2.00 per share
Dividend is 5.0%
Putting the values above:
$26.46 = $2.0 / (R - 5%)
$26.46 = $2.0 / (R - 0.05)
R - 0.05 = $2.0 / $26.46
R - 0.05 = 0.0755
R = 0.0755 + 0.05
Rate of return = 0.1255 or 12.55%