Answer:
Overhead costs are often affected by many issues and are frequently too complex to be explained by any one factor.
Explanation:
An overhead cost is not directly defined, to be that of material, or labor, or any other unit, overhead include, many factors, electricity usage, machine hours usage, water usage, or the capacity utilization of machinery, and various other factors. Since its computation and allocation is not clear many a times, a single overhead like that of electricity, has many factors, ideal usage of electricity, or machine hours used in production or simply the total cost of overheads for that month or building or etc: and its utilization. In short, to conclude we can state that overhead costs are complex in nature.
All other options are false.
Final Answer
Overhead costs are often affected by many issues and are frequently too complex to be explained by any one factor.
Answer:
BMI = 31.18 kg/m²
According to BMI, this patient is diagnosed as Obese.
Explanation:
BMI known as body mass index is taken from a person height and weight. BMI is a person's weight in kilograms divided by the square of height in meters. BMI is usually expressed in kg/m².
Mathematically ,
BMI = weight(kg)/height(m²)
we have to convert the weight and the height to the required units.
converting pounds to kg
2.2 pounds = 1 kilogram
210 pounds = ?
cross multiply
210/2.2 = 95.50 kilograms
converting foot to inches and to meter.
1 foot = 12 inches
5 foot = ?
12 × 5 = 60 inches
60 inches + 9 inches = 69 inches
1 inches = 0.0254 meters
69 inches = ?
69 × 0.0254 = 1.7526 meters
using the formula
BMI = weight(kg)/height(m²)
BMI = 95.50/(1.75)²
BMI = 95.50/3.0625 kg/m²
BMI = 31.1836734694 kg/m²
BMI = 31.18 kg/m²
Answer:
Explanation:
The preparation of the statement of retained earnings for Amos Company is shown below:
Retained earnings at December 31, 2018 (before discovery of error) $858,000
Less: Depreciation expense two years ago -$45,600
Add: net income $209,000
Less: Cash dividends declared and paid during the year -$11,000
Retained earnings at December 31, 2019 $1,010,400
Answer:
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Answer:
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