Final answer:
To calculate the experimental probability of drawing a '1', count the number of times '1' was drawn and divide by the total number of draws; use randInt to simulate this for further trials.
Step-by-step explanation:
The experimental probability of choosing a '1' from Nikke's set of cards is found by dividing the number of times she draws a '1' by the total number of card draws. Assuming the table mentioned contains the recorded results of her shuffles and subsequent draws, you would count the number of times a '1' appears in her results and then divide by the total number of draws. If Nikke has recorded this process 10 times, for example, and drew the '1' card 3 times, the experimental probability would be calculated as 3/10 = 0.3 or 30%.
To simulate this using a programmable calculator with a randInt function for a binomial distribution, you would generate random integers between 1 and 5, representing each card number, and repeat this 10 times. Each time a '1' is generated would count as a 'success'. The total number of successes after 10 trials would give you an experimental probability based on the simulation.