A mini license plate for a toy car must consist of a two letters followed by a one digit odd number. Each letter must be a J or a Z. Repetition of letters is permitted. Use the counting principle to determine the number of points in the sample space. Construct a tree diagram to represent this situation. List the sample space. Determine the exact probability of creating a mini license plate with a Z. Give solution exactly in reduced fraction form
i would say there are 20 possibilities, since there are 5 possible numbers times 2 possible numbers times 2 possible numbers again
so i would draw a tree that has two branches to start
j and z right
then each of those branches should have two branches
then each of those four should have 5 branches each (and yep j and z)
then if you count the possibilities at the top of the tree you have 20
is that clear?
so what would it be.. 1 3 for second line and then the 5 lines under that would be 7, 9 11 13 15
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how about that?
not a great tree tho to be honest
lol so 1 and 3 on line 1j and 1z then 5,7,9,11
well the two single lines up from the star are j and z since those the two possibilities for the first character
each of those lines has a "j line" and "z line" linked to it and then the final bunches of 5 lines are the odd numbers less than ten
oh ok...
Yes its the same as the png but vertical!
er same question different person, lol. I just did this one with someone else :D
Here is a horizontal version of the same tree \[attached\]
i got this one done... :) thank you ..
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