Finn takes 200 milligrams of medicine. each hour, the amount of medicine in his body will be one half of the amount from the previous hour. use the drop-down menus to complete an inequality that can be solved to find how much time, t, it will take for there to be less than 1 milligram of medicine remaining in finn’s body.

Explanation:

Given,

The original amount of the medicine in the body = 200 mg,

If the amount of medicine in his body will be one half of the amount from the previous hour.

Then the amount of the medicine after 1 hour =

After 2 hours, the amount =

After 3 hours, the amount =

....... so on,

Thus, after t hours the amount ( say A(t) )

If A(t) < 1 mg

Which is the required inequality..

need more in formation