There are four cards marked with the numbers $2$2, $5$5, $8$8, and $9$9. They are put in a box. Two cards are selected at random one after the other without replacement to form a two-digit number.
Draw a tree diagram to illustrate all the possible outcomes.
How many different two-digit numbers can be formed.
What is the probability of obtaining a number less than $59$59?
What is the probability of obtaining an odd number?
What is the probability of obtaining an even number?
What is the probability of obtaining a number greater than $90$90?
What is the probability that the number formed is divisible by 5?
Investigate situations that involve elements of chance: A calculating probabilities of independent, combined, and conditional events B calculating and interpreting expected values and standard deviations of discrete random variables C applying distributions such as the Poisson, binomial, and normal
Apply probability concepts in solving problems