BRIGHT YOUNG BRAINS

Showing that events are not mutually exclusive

Using the Probability addition Rule

Calculating the number of people in the sample space

Complementary and Mutually exclusive events mash up

Going from mutually exclusive to independent, find the probability of A or B

Drawing an 8 outcomes tree diagram

Drawing a SIXTEEN OUTCOMES TREE DIAGRAM

Calculate the probability that a randomly selected orange will not be picked

What percentage of oranges will be sent to the factory to be made into juice

Working with percentages and a tree diagram

Drawing a Venn Diagram from 8 pieces of information given

Making use of a Venn Diagram to answer follow up questions

Sorting odd and even numbers in a Venn Diagrams

Flying through questions using a Venn Diagram

Working out probabilities when a random selection is made

The probability of all three options

Using an EMPTY 2 way contingency table

Independent events and 2 way contingency tables

Feeling in all the values of a contingency table

Not over thinking things with a 2 way contingency table

How many possible ways are there for them to sit on stage

Codes available if digits cannot repeat and must be even and less than 6000

Probability of odd number divisible by 5 no repeat

Arranging letters in a straight line

The probability that the letters L and M are not next to each other

Arranging 15 family members for a family photo

Sitting arrangements if 3 learners have to be next to each other

Probability that 2 people will NOT sit next to each other

Arranging Letters from a word when repetition is allowed

Number of ways cars can be packed

Probability that all odd number spaces are occupied by vowels