There are 180 students in total in the seventh grade.
If male students make up 40% of the student body:
How many female students are there in the seventh grade?
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There are 180 students in total in the seventh grade.
If male students make up 40% of the student body:
How many female students are there in the seventh grade?
To find the number of female students in the seventh grade, we first identify the number of male students and then subtract that from the total number of students.
Step 1: Calculate the number of male students.
Percentage of male students = 40% = 0.40
Total number of students = 180
Number of male students = 180 × 0.40
Number of male students =
Step 2: Calculate the number of female students.
Total number of students = 180
Number of female students = Total number of students - Number of male students
Number of female students = 180 - 72
Number of female students =
Calculate 30 over 100 as a percentage:
Because 40% represents the male students, not female students! If males are 40%, then females must be the remaining 60% of the total.
Not necessarily! You can either subtract (180 - 72 = 108) or calculate the complementary percentage directly (60% of 180 = 108). Both methods give the same answer.
Since all students are either male or female, the percentages must add up to 100%. So: Female % = 100% - Male % = 100% - 40% = 60%
Then there might be an error in the problem or you're missing a third group. In this case, male + female should always equal 100% of the student body.
Yes! Once you know males are 40%, you can immediately calculate females as 60% of 180 without finding the male count first:
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