Answer:
80 years
Explanation:
Data provided in the question:
Simple interest rate charged = 1.25% = 0.0125
Now,
Let principal amount be '$x'
we know, Simple interest = Principal × Interest Rate × Time
Since the debt is doubled this means the interest is equal to the principal amount
Therefore,
$x = $x × 0.0125 × Time
or
1 = 0.0125 × Time
or
Time = 1 ÷ 0.0125
or
Time = 80 years
It is possible but there should be some type of criteria that needs to be met. For example, the market should have room for both products and the other important thing to have in mind is that the company must have sufficient resources in order to produce both products simultaneously.
The statement mentioned above regarding manufacturing in the United States is true.
<h3>What is manufacturing?</h3>
Manufacturing refers to the changing or conversion of the raw material into finished products and deliver it to the customers directly or indirectly. The manufacture of the products in order to maximize their profits and satisfy the needs of the customers.
More young individuals entering the industrial industry could have a significant impact on the manufacturing growth in the United States. Young people use their creativity and knowledge to increase the production.
The number of people has increased in manufacturing sectors. Therefore, it can be concluded that the statement mentioned above is true.
Learn more about manufacturing here:
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Answer:
$155,700
Explanation:
Absorption costing
Sales $164 × 3,260 = $534,640
Less cost of goods sold
Opening inventory
Add variable cost of goods manufactured
[3,700 × ($51 + $32 + $6 = $89)] = $329,300
Fixed manufacturing cost
$88,800
Cost of goods available for sale
$418,100
Less ending inventory 440 × $89
$39,160
Cost of goods sold
$378,940
Gross margin
$155,700
Less variable selling and administration expenses $6 × 3,260
$19,560
Fixed selling and administrative expenses
$32,600
The total gross margin for the month under the absorption costing approach is $155,700
Answer:
A) 0.0618
Explanation:
Variance is given by:

Where 'Xi' is the value for each term 'i' in the sample of size 'n' and μ is the sample mean.
The mean investment return is:

The variance is:

The variance of the returns on this investment is A) 0.0618.