A jar contains blue and green marbles. The number of green marbles is 5 more than twice the number of blue marbles. If probability of drawing a blue marbles at rand is 2\7,how many blue and green marbles are there in jar
Venkatanathsudheer10:
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Answers
Answered by
54
Let the blue marbles be x .
Then green marbles are 2x + 5
Total no. of marbles = 3x+5
so , x/3x+5 =2/7
By cross-multiplication ,
we get , 7x = 6x+10
i.e. x =10 (blue marbles )
Hence , blue marbles =10
green marbles = 2(10) +5 = 20 +5 = 25
Then green marbles are 2x + 5
Total no. of marbles = 3x+5
so , x/3x+5 =2/7
By cross-multiplication ,
we get , 7x = 6x+10
i.e. x =10 (blue marbles )
Hence , blue marbles =10
green marbles = 2(10) +5 = 20 +5 = 25
Answered by
14
Let the blue marbles be x .
Then green marbles are 2x + 5
Total no. of marbles = 3x+5
so , x/3x+5 =2/7
By cross-multiplication ,
we get , 7x = 6x+10
i.e. x =10 (blue marbles )
Hence , blue marbles =10
green marbles = 2(10) +5 = 20 +5 = 25
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