We can't give you an exact answer unless we know the numbers from the table, but a ratio can be represented by the expression X:Y.
let x be the number of students who ate soup
let y be the number of students who did not eat soup
Then, just replace x and y with their respective numbers from the table. If 1200 students ate soup and 1100 did not, for example, then the ratio would be 1200:1100. Since you just have 300 students to work with, though, then the numbers in the ratio will be much smaller.
In schools, for example, it is usually expressed as the number of students per teacher. In any case, ratio means comparing one number to another, so staffing ratio compares number of students to number of staff (teachers).
It is 8 : 26.
This cannot be answered. You will have to write it to where it can be understood.
The ratio is in its simplest form. If it helps, the % adults is 6.98%, students is 93.02%
25 students to sit at 5 tables is a ratio.
total number of students are 25 so givin boys number is 12 that way ratio of girls 13/25
In schools, for example, it is usually expressed as the number of students per teacher. In any case, ratio means comparing one number to another, so staffing ratio compares number of students to number of staff (teachers).
If the total number of people is T, then there are 19*T/20 students.
We figure this out by dividing 500 by 25. The answer is 20, so the ratio is 1 teacher for 20 students.
Class size can affect learning by influencing the amount of individual attention each student receives from the teacher. Smaller class sizes generally allow for more personalized instruction and support, which can lead to better academic outcomes. In larger classes, students may have less opportunity for one-on-one interaction with the teacher and may struggle to stay engaged and focused.
It is 8 : 26.
This cannot be answered. You will have to write it to where it can be understood.
becuz you have to divide. Wi
4 students per computer, but at a ratio of 3.65:1. This is answered by dividing the number of students by the number of computers, and then rounding up, because you cannot have a fraction of a student.
2/3
The answer depends on the ratio of students in New York compared to what!non-students in New York?students in other cities?
Fact: 90 students ate hot dogs Let Y be the number of students who DID not eat hot dogs (which is the unknown) Let Z be the total number of students in the universe (which is another unknown). Thus the ratio to ninety students who at hot dogs to ones that did not is generally provided by the following: z = 90 + y Thus 90+y:90 The answer is 90+Y to 90 Emre O