There are three marbles: 1 blue, 1 gray and 1 green. In how many ways is it possible to arrange marbles in a row if blue and green marbles have to be next to each other?
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Given : three marbles: 1 blue, 1 gray and 1 green. In how many ways is it possible to arrange marbles in a row if blue and green marbles have to be next to each other
Answer:
There is 4 ways is it possible to arrange marbles
step by step explanation :
In three marbles ; 1) one blue, one green and one Grey
arrange in this type :
1) blue, green, Grey
2)Grey, blue,green
3)green ,blue ,Grey
4) grey, green,blue
Let's as write out all possible ways to the arrange marbles in a row and then find only arrangements than there are satisfy question's condition
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