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How the Student's t distribution becomes the standard normal

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As the degrees of freedom increase, the Student's t distribution becomes more like the standard normal distribution. The standard normal distribution is a bell-shaped symmetric distribution with the mean at 0 and standard deviation of 1. The shape of the distribution provides information about how close the data is to the mean.

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As the degrees of freedom increase, what distribution does the Student's t distribution become more like? Select ONE of the following choices - chi square - uniform - standard normal - binomial Can you also please show me a picture of each of these and what is the signficance of looking a certain way? Does the picture tell us if the data is closer to the mean or something like that, please explain? Solution Yes standard normal distribution

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How the Student's t distribution becomes the standard normal

  • 1. As the degrees of freedom increase, what distribution does the Student's t distribution become more like? Select ONE of the following choices - chi square - uniform - standard normal - binomial Can you also please show me a picture of each of these and what is the signficance of looking a certain way? Does the picture tell us if the data is closer to the mean or something like that, please explain? Solution Yes standard normal distribution