In a group no. of boys is48/5, no of girls is 32/5 and no. of techer is 2. Find the ratio of boys, girls and teacher?
mmmhh, wonder what 48/5 boys and 32/5 girls look like.
To find the ratio of boys, girls, and teachers, we need to determine the common factor between the numbers.
Let's simplify the numbers given:
Number of boys: 48/5
Number of girls: 32/5
Number of teachers: 2
To find the common factor, we can multiply the numbers by 5 to eliminate the fraction:
Number of boys: (48/5) * 5 = 48 boys
Number of girls: (32/5) * 5 = 32 girls
Number of teachers: 2 teachers
Now that we have whole numbers, we can find the ratio:
The ratio of boys, girls, and teachers is 48:32:2.
This ratio can be further simplified by dividing each number by the greatest common divisor (GCD) of the three numbers. In this case, the GCD of 48, 32, and 2 is 2.
Dividing each number by 2, we get:
Number of boys: 48/2 = 24 boys
Number of girls: 32/2 = 16 girls
Number of teachers: 2/2 = 1 teacher
The simplified ratio of boys, girls, and teachers is 24:16:1.