This is really easy question, but my mind is slow today.
If it takes 7200 seconds to reach 33% of some amount, how long does it take to reach 0%? You can assume that the relationship between time and amount is linear.
I need to express this in a formula/code.
Thanks.
Let $A$ be the initial amount and $r$ be the rate of decrease. The amount left after time $t$ is $A-rt$.
From the information you gave:
$$A-7200r=0.33A\iff r=\frac{0.67}{7200}A$$
You want the $T$ such that
$$A-rT=0\iff T=\frac{A}{r}$$
Plugging in for $r$ gives $T=\frac{7200}{0.67}$.