the total members of the band including the freshmen is 216.
("X" being the total number in the band) 72=1/3X (Multiply both sides by 3) X=216 Members in the band
You don't tell the total number of students. To get a percentage you need to provide the total.
There can be no answer.4 students out of 17 is 24% and 5 students out of 17 is 29%. So 26% represents a number of students between 4 and 5. But you cannot have fractional students. Furthermore, whether it is 4 or 5, 85% is again a fractional number. Clearly, the numbers in the question are seriously flawed.
To find the total number of students, you can set up a proportion: 63 is 70% of x. This can be represented as 63 = 0.70x. To solve for x, divide both sides by 0.70, which gives you x = 63 / 0.70. Therefore, the total number of students is 90.
The number of students is discrete. There is no number of students between 4 and 5.
72 x 3 = 216 people in the band.
("X" being the total number in the band) 72=1/3X (Multiply both sides by 3) X=216 Members in the band
The number of freshmen students admitted in 2009 was 10294. The total number of undergrads is 33,628 and the campus itself is in a small suburban city.
48
the mathematical number is 31.5. Can you have half a student
5
13 percent of 16 students is equivalent to 2.08 students. Since you can't have a fraction of a student, the closest whole number would be 2 students.
1000
Although you might think of scholarships as a source of money for freshmen, a number of scholarships are available only to students who have completed their first year of college.
During the first term of the school year, Mrs. Farache had 24 students in her French class. In the second term, there were 31 students. What is the percent of change in the number of students?
You don't tell the total number of students. To get a percentage you need to provide the total.
There can be no answer.4 students out of 17 is 24% and 5 students out of 17 is 29%. So 26% represents a number of students between 4 and 5. But you cannot have fractional students. Furthermore, whether it is 4 or 5, 85% is again a fractional number. Clearly, the numbers in the question are seriously flawed.