Answer:
Number of full factorial experiments needed as per classical statistics is 5
Explanation:
We can use the following method to solve the given problem
Number of experiments needed as per Taguchi's principles:
No. of factors, F= 5
No. of levels, L = 2
No. of experiments, E = 1 + F*(L-1)
= 1 + 5*(2-1) = 1 + 5*1 = 6
Number of full factorial experiments needed as per classical statistics:
E = L^F
= 2^5
= 32
The best description of authorized shares is he total amount of shares that can be publicly traded.
<h3>What are shares?</h3>
Shares are refers as common equity interest in a firm. Dividends from any earnings the business may make are payable to shareholders.
Authorised shares is refers as number of shares legally permitted to offer to investors. It also helps to decide how many of shares are available to issue to investors.
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<u>Calculation of retained earnings beginning balance:</u>
Retained earning beginning balance can be calculated using the following formula:
Retained earnings ending balance = Retained earning beginning balance + Revenue – Expenses - Dividends
Hence using the given information we can solve the equation as follows:
3,050 = Retained earning beginning balance + 1935 – 1065 - 550
3,050 = Retained earnings beginning balance +320
Retained earnings beginning balance = 3050-320 = $2,730
Hence, Retained earnings beginning balance is <u>$2,730</u>
Answer:
$26.52.
Explanation:
We use the MM Proposition I formula as follows:
VL = VU + (Tc * D) ....................................................... (1)
Where;
VL = Value of a levered firm, i.e. X = ?
VU = Value of an unlevered firm, i.e. Y = $24
Tc = Tax rate = 21%
D = value of debt = $12
Note: The US 2020 corporate tax rate is used as the tax rate since no tax rate is given in the question.
Substituting the values into equation (1), we have:
VL = $24 + (21% * $12) = $24 + $2.52 = $26.52.
Therefore, According to MM Proposition I, the stock price for Firm X is closest to $26.52.
The marginal cost of the second candy bar is:$0.61.
<h3>Marginal cost</h3>
Using this formula
Marginal cost=Selling price for two-Selling price for one
Where:
Selling price for one=$0.89
Selling price for two=$1.50
Let plug in the formula
Marginal cost=$1.50-$0.89
Marginal cost=$0.61
Inconclusion the marginal cost of the second candy bar is:$0.61.
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