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At a school camp, 30% of the students were boys. When 87 students left the camp after the second day, half the original number...Asked by Ally
At a school camp, 30% of the students were boys. When 87 students left the camp after the second day, half the original number of boys were left behind, and the number of girls decreased by 20%. How many girls were at the camp in the beginning?
Answers
Answered by
Steve
To start, there were b boys and g girls.
b = 3/7 g
(b+g)-87 = b/2 + 4/5 g
so,
b + 7b/3 - 87 = b/2 + (4/5)(7/3)b
b = 90
so, <u>g = 210</u>
check:
after 87 students left, there were 45 boys and 168 girls. 300-87 = 213 = 45+168
b = 3/7 g
(b+g)-87 = b/2 + 4/5 g
so,
b + 7b/3 - 87 = b/2 + (4/5)(7/3)b
b = 90
so, <u>g = 210</u>
check:
after 87 students left, there were 45 boys and 168 girls. 300-87 = 213 = 45+168
Answered by
NOYB
Is this Singapore Math?
Answered by
ay
Yes this is grade 7 Singapore math @NOYB
Answered by
Anonymous
Thanks! :)
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