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99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above?
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99. Which of the following normal curves look most like the curve for ...
Answer:
The normal curve for Mean =10 and Standard Deviation = 5 is a symmetrical bell-shaped curve. The curve is centered at the mean (10) and the spread of the curve is determined by the standard deviation (5).
Explanation:
The normal distribution is a continuous probability distribution that is symmetrical and bell-shaped. It is characterized by two parameters: mean and standard deviation. The mean is the central value around which the data is distributed, and the standard deviation is a measure of how spread out the data is from the mean.
To determine which of the given normal curves looks most like the curve for Mean =10 and Standard Deviation= 5, we need to compare the mean and standard deviation of each of the curves with the given values.
a) Curve for Mean= 10, Standard Deviation= 10: This curve has a mean of 10, which is the same as the given value, but the standard deviation of 10 is twice as large as the given value. Therefore, this curve is too spread out and does not look like the curve for Mean =10 and Standard Deviation= 5.
b) Curve for Mean =20, Standard Deviation = 10: This curve has a mean of 20, which is not the same as the given value. Moreover, the standard deviation of 10 is twice as large as the given value. Therefore, this curve is too spread out and does not look like the curve for Mean =10 and Standard Deviation= 5.
c) Curve for Mean = 20, Standard Deviation = 5: This curve has a mean of 20, which is not the same as the given value. Although, the standard deviation of 5 is the same as the given value. Therefore, this curve is too far to the right (mean = 20) and does not look like the curve for Mean =10 and Standard Deviation= 5.
d) None of the above: None of the given curves look like the curve for Mean =10 and Standard Deviation= 5.
Therefore, the correct answer is d) None of the above.
The normal curve for Mean =10 and Standard Deviation = 5 is a symmetrical bell-shaped curve. The curve is centered at the mean (10) and the spread of the curve is determined by the standard deviation (5).
Explanation:
The normal distribution is a continuous probability distribution that is symmetrical and bell-shaped. It is characterized by two parameters: mean and standard deviation. The mean is the central value around which the data is distributed, and the standard deviation is a measure of how spread out the data is from the mean.
To determine which of the given normal curves looks most like the curve for Mean =10 and Standard Deviation= 5, we need to compare the mean and standard deviation of each of the curves with the given values.
a) Curve for Mean= 10, Standard Deviation= 10: This curve has a mean of 10, which is the same as the given value, but the standard deviation of 10 is twice as large as the given value. Therefore, this curve is too spread out and does not look like the curve for Mean =10 and Standard Deviation= 5.
b) Curve for Mean =20, Standard Deviation = 10: This curve has a mean of 20, which is not the same as the given value. Moreover, the standard deviation of 10 is twice as large as the given value. Therefore, this curve is too spread out and does not look like the curve for Mean =10 and Standard Deviation= 5.
c) Curve for Mean = 20, Standard Deviation = 5: This curve has a mean of 20, which is not the same as the given value. Although, the standard deviation of 5 is the same as the given value. Therefore, this curve is too far to the right (mean = 20) and does not look like the curve for Mean =10 and Standard Deviation= 5.
d) None of the above: None of the given curves look like the curve for Mean =10 and Standard Deviation= 5.
Therefore, the correct answer is d) None of the above.
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99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above?
Question Description
99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? 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 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above?.
99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? 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 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above?.
Solutions for 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? in English & in Hindi are available as part of our courses for CA Foundation.
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99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above?, a detailed solution for 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? has been provided alongside types of 99. Which of the following normal curves look most like the curve for Mean =10. Standard Deviation= 5 a) Curve for Mean= 10, Standard Deviation= 10 b) Curve for Mean =20, Standard Deviation = 10 c) Curve for Mean = 20, Standard Deviation = 5 d) None of the above? theory, EduRev gives you an
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