Answer:
B) $29,500
Explanation:
If we are going to use the mean per unit sampling to estimate the total audited value all we have to do is multiply the total number of accounts by the mean audited value of the sample (50 accounts):
total estimated audited value = 1,000 accounts x $29.50 per account
total estimated audited value = $29,500
Answer:
From the statement of Universal law of gravitation,
F ∝ m1 m2
F ∝ 1/d²
by combing above two equations we get,
F ∝ m1 m2/d²
F = G m1 m2/d²
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Answer:
Hi the demand for each product for this question is missing, however, i have provided step by step approach to solving the problem below .
Explanation:
First Calculate the contribution per unit of each product
A B C
Sales price $65.50 $57.50 $75.25
Less Total variable cost ($28.85) ($26.50) ($38.95
)
Less Direct material cost ($11.25) ($8.90) ($22.75)
Contribution $25.40 $22.10 $13.25
Calculate the contribution per limiting factor of each product and rank the products
<em>contribution per limiting factor = contribution per unit ÷ quantity per limiting factor per unit</em>
A B C
Contribution $25.40 $22.10 $13.25
Quantity of limiting factor 4.65 6.3 5.9
Contribution per limiting factor 5.46 3.51 2.25
Ranking 1 2 3
Allocate the limiting factor according to the limiting factor
The company will on produce Product A as this is the most profitable.
Contribution = $25.40
Answer:
1.35
Explanation:
Systemic risk is measured by beta. The higher beta is, the higher the systemic risk and the higher the compensation demanded for by investors
According to the capital asset price model: Expected rate of return = risk free + beta x (market rate of return - risk free rate of return)
14.48 = 3.42 + b(11.6 - 3.42)
14.48 = 3.42 + b8.18
14.48 - 3.42 = 8.18b
11.06/8.18 = 1.35
Answer:B. Governments
Explanation: Because first and foremost the taxes that are required form the people who are working becomes the property of the government and therefore this money must be allocated well in infrastractures such as roads and national literacy such as education.
