True or False: V/rite True if the statement is true and False if not. 11. The area under the normal curve is 1. 12. The normal curve is a bell- shaped. 13. There is a perfect symmetry about the mean of the normal curve. 14. The proportion 0.6826 is the same as 68.26%. 15 The spread of the curve cenends on the rnean of the distribution

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 17PPS
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Question
Answer true or false
П.
True or False: V/rite True if the statement is true and False if not.
11. The area under the normal curve is 1.
12. The normal curve is a bell- shaped.
13. There is a perfect symmetry about the mean of the normal curve.
14. The proportion 0.6826 is the same as 68.26%.
15. The spread of the curve cepends on the mean of the distribution.
16. Almost all the areas under the normal curve is between z - 3 and z = 3.
17. The mean is equal to the median and is also equal to the mode.
Transcribed Image Text:П. True or False: V/rite True if the statement is true and False if not. 11. The area under the normal curve is 1. 12. The normal curve is a bell- shaped. 13. There is a perfect symmetry about the mean of the normal curve. 14. The proportion 0.6826 is the same as 68.26%. 15. The spread of the curve cepends on the mean of the distribution. 16. Almost all the areas under the normal curve is between z - 3 and z = 3. 17. The mean is equal to the median and is also equal to the mode.
18. The t-distribution is used to estimate fopulation pararneters when the sample size is small and/or
(he population variance is unknown.
19. The tai s of the curve flatten o it indef nitely along the x-axis, always apprvaching the axis but
never touching :t.
20. Half of the total area under the t-distribution curve is equal to 1.
11.1.
1 ita curve
Transcribed Image Text:18. The t-distribution is used to estimate fopulation pararneters when the sample size is small and/or (he population variance is unknown. 19. The tai s of the curve flatten o it indef nitely along the x-axis, always apprvaching the axis but never touching :t. 20. Half of the total area under the t-distribution curve is equal to 1. 11.1. 1 ita curve
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