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The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x?
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The trend of annual sales of BALCO is described by the equation Y=12 0...
Solution:
Converting the equation to a month to month basis and halving the origin to 1st January 1970:
- Since there are 12 months in a year, we can divide the annual sales equation by 12 to get the monthly sales equation: Y = 10.725 + 0.0583x
- To halve the origin, we need to subtract 1970 from the x value and then divide by 2: (x-1970)/2
- Substituting this value for x in the equation and simplifying, we get: Y = 0.9976 + 0.0049(x-1970)
Explanation:
The given equation represents the trend of annual sales of BALCO over the years. To convert this equation to a month to month basis, we need to divide the annual sales by 12. This gives us the monthly sales equation: Y = 10.725 + 0.0583x.
To halve the origin, we need to shift the starting point from 1970 to 1st January 1970. This means that we need to subtract 1970 from the x value and then divide by 2. Substituting this value for x in the equation and simplifying, we get the final equation: Y = 0.9976 + 0.0049(x-1970).
This equation represents the trend of monthly sales of BALCO from 1st January 1970 onwards. The constant term (0.9976) represents the initial monthly sales, while the coefficient of x (0.0049) represents the rate of increase in monthly sales per year.
Converting the equation to a month to month basis and halving the origin to 1st January 1970:
- Since there are 12 months in a year, we can divide the annual sales equation by 12 to get the monthly sales equation: Y = 10.725 + 0.0583x
- To halve the origin, we need to subtract 1970 from the x value and then divide by 2: (x-1970)/2
- Substituting this value for x in the equation and simplifying, we get: Y = 0.9976 + 0.0049(x-1970)
Explanation:
The given equation represents the trend of annual sales of BALCO over the years. To convert this equation to a month to month basis, we need to divide the annual sales by 12. This gives us the monthly sales equation: Y = 10.725 + 0.0583x.
To halve the origin, we need to shift the starting point from 1970 to 1st January 1970. This means that we need to subtract 1970 from the x value and then divide by 2. Substituting this value for x in the equation and simplifying, we get the final equation: Y = 0.9976 + 0.0049(x-1970).
This equation represents the trend of monthly sales of BALCO from 1st January 1970 onwards. The constant term (0.9976) represents the initial monthly sales, while the coefficient of x (0.0049) represents the rate of increase in monthly sales per year.
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The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x?
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The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x?.
The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The trend of annual sales of BALCO is described by the equation Y=12 0.7x (Origin: 1970, X unit 1 year, Y unit - annual production Step the equation down to a month to month basis and haft the origin to 1st January 1970. (M.Com, Delhi) (Ans: Y= 0.9976 0.0049x?.
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