A random number generator, generates random integers, $X$X, between $43$43 and $65$65 with equal probability.
What type of probability distribution does this scenario represent?
What is the mean or expected value of this distribution of generated random numbers?
A sample of $10$10 numbers are generated and shown below.
Calculate the mean of this sample data.
Make inferences from surveys and experiments: A determining estimates and confidence intervals for means, proportions, and differences, recognising the relevance of the central limit theorem B using methods such as resampling or randomisation to assess
Use statistical methods to make a formal inference