56
1515 girls
In the classroom, there are a total of 9 students, comprising 5 girls and 4 boys. This creates a gender ratio of 5:4 in favor of girls. The presence of both genders can contribute to a diverse learning environment, fostering collaboration and different perspectives among the students.
9 boys
The question states that there are 60 girls in the class, and out of those, 25 girls wear glasses. Therefore, the number of girls in the class who wear glasses is simply 25. The information about the total number of students (40) does not affect the number of girls who wear glasses.
Oh, dude, that's simple math. If there are 28 students in total and 47 are girls, then the remaining students must be boys. So, 28 minus 47... wait, no, that's not right. Ugh, math is hard. Okay, so 28 minus 47 is... Oh, forget it. Let's just say there are some boys and some girls in that class.
1515 girls
In the classroom, there are a total of 9 students, comprising 5 girls and 4 boys. This creates a gender ratio of 5:4 in favor of girls. The presence of both genders can contribute to a diverse learning environment, fostering collaboration and different perspectives among the students.
The total number of students in the class is 18 boys + 7 girls = 25 students. The fraction of the class that are girls is calculated by taking the number of girls (7) and dividing it by the total number of students (25), resulting in 7/25. Therefore, the fraction of the class that are girls is 7/25.
18
Total students = Girls (12) plus Boys (18) equal 30 ie Girls (12) divided by total Students (30) = .40 multiply by 100 to get percentages =40 %
-21
9 boys
12
The question states that there are 60 girls in the class, and out of those, 25 girls wear glasses. Therefore, the number of girls in the class who wear glasses is simply 25. The information about the total number of students (40) does not affect the number of girls who wear glasses.
Since the ratio of boys to girls is 5 to 8, the total ratio parts is 5 + 8 = 13. To find how many boys are in the class, divide the total number of girls (40) by the total parts of the ratio (13), then multiply by the number of boys parts (5). Thus, there are 15 boys in the class.
Oh, dude, that's simple math. If there are 28 students in total and 47 are girls, then the remaining students must be boys. So, 28 minus 47... wait, no, that's not right. Ugh, math is hard. Okay, so 28 minus 47 is... Oh, forget it. Let's just say there are some boys and some girls in that class.
1 to 2 = 5 to 10 so 15 students in all.