Answer:
The correct answer is C that is $4,062.50
Explanation:
The depreciation expense is computed as:
Depreciation expense = Book Value of asset - Salvage Value / Number of years × 6/ 12
where
Book value is $70,000
Salvage value is $5,000
Number of years is 8 because it is Year 3
Number of months is 6 months
= $70,000 - $5,000/ 8 × 6/ 12
= $65,000 / 8 × 6/ 12
= $8,125 × 6/ 12
= $4,062.50
Answer:
Option (C) is correct.
Explanation:
Return on the stock = (Dividend ÷ Investment) + (capital gain ÷ investment
)
= (Dividend ÷ Investment) + (Final price of the stock - initial price of the stock) ÷ Investment
10 = (1 ÷ 20) × 100 + ((final price - 20) ÷ 20) × 100
10 = 5 + 5 × ( final price - 20)
Final price = 21
Therefore, the stock price should increase by [(21 - 20) ÷ 20] × 100
= 5%
Answer: Industrial Hygiene
Explanation: Specialists in industrial hygiene are also known as occupational hygienists. They serve to analyze, identify, research and measure key elements to industrial hygiene which are biological, chemical, physical and ergonomic (including workplace hazards or stresses) that can cause sickness, impair health, or cause significant discomfort in workers. To do this, they help in spotting these conditions and assist in eliminating or controlling them using appropriate measures.
Answer:
b. 320000
Explanation:
In order to calculate the joint cost of Gorp we need to understand what the method means and how it's used to calculate it. The adjusted sales method is used to allocate joint costs based on the prices the products are sold.
First of all we need to calculate the percentage of Selling price of Gorp to that of the total selling price of both Gorp and Gumm.
I.e: 60 ÷ (60+30) × 100
SP % of Gorp= 66.67%
Now we calculate joint cost allocated to Gorp.
Total joint cost of both Gorp and Gumm = $480000
Joint cost of Gorp = $480000 × 66.67%
Joint cost of Gorp = $320,000
Answer:
Answer is option A, i.e. systematic sampling.
Explanation:
Systematic sampling is the type of probability sampling method of selection of samples out of the given group of homogenous nature. In this method, every Kth sample is selected until the required amount is obtained. Here, Chrysler selects every 16th van until he is successful in obtaining the 80 vans. Thus, Chrysler is using a systematic sampling method here.
