Answer:
After calculating, we get to know that the Product A should be sell now because, it show a difference of $23,800 through which company can earn more in the future. As the company will be better off by $23,800
Explanation:
For calculation, following things need to be considered which is shown below:
1. Product A process costing = Pounds × Per pound price
= 34,000 × $8
= $272,000
2. Product A costing after selling = Pounds × sale price per pound
= 34,000 × $14
= $476,000
3. Difference of costing :
= Product A costing after selling - Product A process costing
= $476,000 - $272,000
= $204,000
4. Invested amount = $227,800
5. Actual Difference = Invested amount - costing difference
= $227,800 - $204,000
= $23,800
After calculating, we get to know that the Product A should be sell now because, it show a difference of $23,800 through which company can earn more in the future. As the company will be better off by $23,800
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Full question:</u></h3>
A linear regression to estimate the relation between General Motors' stock returns and the market's return gives the best fitting line that represents the relation between the stock and the market. The slope of this line is our estimate of ________.
A) alpha
B) beta
C) risk-free rate
D) volatility
<h3><u>
Answer:</u></h3>
A linear regression to estimate the relation between General Motors' stock returns and the market's return gives the best fitting line that represents the relation between the stock and the market. The slope of this line is our estimate of beta
<h3><u>
Explanation:</u></h3>
Beta is a broadly applied amount in investment commentary. In economics, the beta of a firm applies to the subtlety of its heritage price concerning an average or benchmark. SLOPE which describes the linear regression implemented among the two variables.
Manipulating beta tacts can be beneficial as a member of a wider investment strategy to restrain downside risk or accomplish short-term gains, but it's essential to retrieve that it is also controlled to the same levels of market levity as any other trading strategy. A beta may yield varying results because of the fluctuations in determining it, such as various periods practiced to estimate data.
Answer:
By choosing tire A, the consumer will save $0.006 USD ($0.6 cents) per mile.
Information:
- Saving: 120 gl over 60,000 miles
- Gasoline: $3/gl
Explanation:
Total saving in 60,000 miles = 120gl * $3/gl = $360
Total saving in 1 mile = $360/60,000 = $0,006
