Ben has $3$3 shirts: crimson ($C$C), pink ($P$P) and white ($W$W), and $4$4 ties: blue ($B$B), grey ($G$G), red ($R$R) and yellow ($Y$Y).
Fill in the array using capital letters to show all the possible outfits Ben could wear.
Crimson ($C$C) | Pink ($P$P) | White ($W$W) | |
---|---|---|---|
Blue ($B$B) | $C$C,$\editable{}$ | $\editable{}$,$B$B | $\editable{}$,$B$B |
Grey ($G$G) | $C$C,$\editable{}$ | $\editable{}$,$G$G | $W$W,$\editable{}$ |
Red ($R$R) | $\editable{}$,$R$R | $\editable{}$,$R$R | $W$W,$\editable{}$ |
Yellow (Y) | $\editable{}$,$Y$Y | $P$P,$\editable{}$ | $\editable{}$,$Y$Y |
How many different outfits are possible?
A player is rolling $2$2 dice and looking at their difference, that is, the largest number minus the smaller number. They draw up a table of all the possible dice rolls for two dice and what their difference is.
In an experiment, several balls coloured either green or black and numbered $1$1 to $11$11 are placed in a bag. The table show all outcomes in the sample space. What is the probability that a ball drawn at random: