A mathematician buys a bag of coloured marbles from a local store, puts them in a bag, draws them repeatedly and records the results to test the probability he calculated for drawing coloured balls randomly from a bag.
The sampling proposal is flawed and the results of drawing from the bag might not match the calculated results. This is because he is simply drawing ball repeatedly however he is not replacing them changing the probability of drawing balls each time he draws one ball
To fix the issue he can draw the balls with replacement. i.e if he draws a ball he has to place it back before next draw so that the probability to draw ball remain same hereafter
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