You can use \(\displaystyle \L\\A=A_{0}e^{kt}\)
The problem says they double every minute. You must find k.
\(\displaystyle \L\\6000=3000e^{k(1)}\)
Solve for k.
Then, set your function equal to 9,000,000,000 and solve for t.
They breed out of control almost as bad as humans.