Rohan had a bag of balls. 1/6 of them were green balls, 1/4 of them were red balls, 15 of them were black balls. The remaining 48 were yellow balls. How many balls were there in the bag?
Please provide an explanation for the answer.
Answers
Answered by
1
Let Rohan has x number of ball
Green ball=x/6
Redballs =x/4
Black balls =15
Yellow balls =48
ATQ x6/+x/4+15+48=x
⇒ x-x/6-x/4= 63
⇒ (12x-2x-3x)/12=63
⇒ 7x=63*12
⇒ x=108
Green ball=x/6
Redballs =x/4
Black balls =15
Yellow balls =48
ATQ x6/+x/4+15+48=x
⇒ x-x/6-x/4= 63
⇒ (12x-2x-3x)/12=63
⇒ 7x=63*12
⇒ x=108
Answered by
1
Let the number of ball in the bag be x .
Then A.T.Q
Green balls=x/6
Red balls =x/4
Black balls = 15
Yellow balls = 48
Now ,
x + x + 15 + 48 = x
6 4
4x + 6x + 63 = x
24
10x - x = - 63
24
10x - 24x = - 63
24
- 14x = - 1512
x = 108
Hence the number of balls in the bag = 108.
Green balls = x/6 = 108/6 = 18
Red balls = x/4 = 108/4 = 27
Then A.T.Q
Green balls=x/6
Red balls =x/4
Black balls = 15
Yellow balls = 48
Now ,
x + x + 15 + 48 = x
6 4
4x + 6x + 63 = x
24
10x - x = - 63
24
10x - 24x = - 63
24
- 14x = - 1512
x = 108
Hence the number of balls in the bag = 108.
Green balls = x/6 = 108/6 = 18
Red balls = x/4 = 108/4 = 27
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