SOLUTION: Please help me solve the question?
Six tiles need to be placed in a row. There are 3 yellow tiles, 2 green tiles and 1 white tile. How many different patterns can be formed using
Algebra ->
Probability-and-statistics
-> SOLUTION: Please help me solve the question?
Six tiles need to be placed in a row. There are 3 yellow tiles, 2 green tiles and 1 white tile. How many different patterns can be formed using
Log On
Question 828855: Please help me solve the question?
Six tiles need to be placed in a row. There are 3 yellow tiles, 2 green tiles and 1 white tile. How many different patterns can be formed using all 6 tiles? Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! Six tiles need to be placed in a row. There are 3 yellow tiles, 2 green tiles and 1 white tile. How many different patterns can be formed using all 6 tiles?
----
Model: Same as # of words using letters from the word "yyyggw".
----
Ans: 6!/(3!*2!*1) = 60
-----------------
Cheers,
Stan H.
===============
(