There were 119 adults enrolled in the Wendy Computer School in 2017.
37 of the adults were men. Additional adults joined the computer school in 2018. For every 3 men who joined the computer school, 2 women joined the computer school. If there was an equal number of women and men in 2018, how many women joined the school in that year?
|
Men |
Women |
Before |
51 |
68 |
Change |
+ 3 u |
+ 2 u |
After |
51 + 3 u |
68 + 2 u |
Fraction of adults who are women
= 1 -
37 =
47 Number of men at first
=
37 x 119
= 51
Number of women at first
=
47 x 119
= 68
Men who joined : Women who joined
3 : 2
The number of women and men in the end is the same.
51 + 3 u = 68 + 2 u
3 u - 2 u = 68 - 51
1 u = 17
Number of women who joined the school in that year
= 2 u
= 2 x 17
= 34
Answer(s): 34