The ratio of boys to girls is 18:28. Simplified it is 9:14.
14/9
total number of students are 25 so givin boys number is 12 that way ratio of girls 13/25
Oh, dude, the ratio of 16 girls to 12 boys is 4:3. It's like a recipe for a slightly unbalanced party, but hey, who's counting, right? Just throw in some snacks and music, and you're good to go.
The ratio of a single number is the number itself.
The ratio of 15 boys to 12 girls can be simplified by finding the greatest common divisor of 15 and 12, which is 3. Dividing both numbers by 3 gives us a ratio of 5 boys to 4 girls. This means for every 5 boys, there are 4 girls in the group.
A ratio is a property of two or more numbers. It is not possible to find the ratio of a single number.
It is 8 : 26.
Ratio = 250/300 or 5/6
The ratio would be 6/5 in simplest form
49 boys!
To determine the ratio of boys to girls in a family with 4 boys and an unspecified number of girls, we first need the total number of children. If we assume there are ( g ) girls, the total number of children would be ( 4 + g ). The ratio of boys to girls is then ( 4:g ), and the ratio of boys to the total number of children is ( 4:(4 + g) ). Without knowing the number of girls, we cannot provide a specific numerical ratio.
The ratio is 28:18 which can cancel down to 14:9
about 1 boy to every 2 girls XD
Probability
The ratio of girls to boys in the class can be calculated by dividing the number of girls by the number of boys. With 15 girls and 10 boys, the ratio is 15:10. This can be simplified to 3:2 by dividing both numbers by their greatest common divisor, which is 5. Thus, the ratio of girls to boys is 3:2.
A) The ratio of the number of girls to the number of boys is 260:240, which simplifies to 13:12. B) The total number of pupils in the school is 240 boys + 260 girls = 500 pupils. Therefore, the ratio of the number of boys to the total number of pupils is 240:500, which simplifies to 12:25.
The ratio of girls to boys in this scenario is 5:1. This is determined by dividing the number of girls by the number of boys, which gives us 15 girls divided by 3 boys, resulting in a ratio of 5 girls to 1 boy.
To find the overall ratio of boys to girls in both teams, we first need to determine the number of boys and girls in each team based on their ratios. For Team A (ratio of boys to girls is 2:1), let’s assume there are 21 boys and 10 girls, giving a total of 31 students. For Team B (ratio of boys to girls is 4:1), let’s assume there are 4 boys and 1 girl, giving a total of 5 students. However, the actual numbers may vary, but the overall ratio of boys to girls will depend on the actual numbers divided into the teams. Since you mentioned the ratios but not the total students, we can assert that the ratios within each team will affect the overall ratio when combined.