Let Jeni be J years old now.
Glenn is 24 years old. Glenn is twice as old as Jeni was...
Stop right there. Let that "was" be x years ago. So x years ago,
Jeni was 12. Therefore J-x = 12
Also x years ago Glenn was 24-x
But x years ago was also...
...when Glenn was as old as Jeni is now.
So Glenn's age then, which was 24-x, is equal to J,
which is Jeni's age now.
So we have this system of two equations in two unknowns:
Solve that and get x=6 and J=18.
So Jeni is 18.
Checking, 6 years ago Glenn was 18, Jeni's age now. And
6 years ago Jeni was 12, and Glenn's age now, 24, is twice
12, Jeni's age then.
Edwin