Find the ratio of the number of boys to the number of girls

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The discussion revolves around a mathematical problem involving the ratios of boys and girls in two classes, Class A and Class B, which have the same number of pupils. The ratio of boys in Class A to boys in Class B is 3:2, while the ratio of girls in Class A to girls in Class B is 3:5. The goal is to find the ratio of boys to girls in Class A. Participants suggest using arbitrary values for variables to simplify the calculations. By setting up equations based on the given ratios, they derive relationships between the number of boys and girls in both classes. Ultimately, the conclusion reached is that the ratio of boys to girls in Class A is 2:1, despite initial confusion and miscalculations. The discussion highlights the importance of understanding ratios and how to manipulate them to solve problems.
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my 12 year old bro brought this question to mi and i was dumbfounded...feel so stupid :cry: by logic i know its 2:1 . but i can't explain ..maybe u guys can have a go.

Class A and Class B have the same number of pupils. The ratio of the number of boys in Class A to the number of boys in Class B is 3:2. The ratio of the number of girls in Class A to the number of girls in Class B is 3:5. Find the ratio of the number of boys to the number of girls in Class A. :smile: :smile:
 
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xA = number of boys in class A
yA = number of girls in class A
xB = number of boys in class B
yB = number of girls in class B

given,
xA + yA = xB + yB
xA/xB = 3/2
yA/yB = 3/5

find xA/yA?

-- AI
 
A very simple way to do this is to simply place an arbitrary value (for instance, 10) for a specific variable and go on from there...plugging in.
 
boys to girls

b1+g1=b2+g2
b1/b2=3/2
g1/g2=3/5

b1/g1+g1/g1=b2/g1+g2/g1
b1/g1=b2/g1+2/3
b2/g1=b2/b1 * b1/g1

so b1/g1= (2/3)(b1/g1) +2/3

finally b1/g1 =2
 
i got 5:6 but i am an idiot
 
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