Exponential Functions $8.$ A person takes $800$ mg of their medication at $6$:$00$ AM based upon their doctor$$s orders. The half$-$life of the medication is $14$ hours. Determine a formula for the amount medication in the bloodstream using t y C b $=,$ where t is the number of hours after $6$:$00$ AM$.($Use at least $6$ decimal places for the value of b$.)$ Then determine how much of the medication will remain in the person$$s bloodstream at $11$:$00$ PM $(17$ hours later$)?$ Round your answer to the nearest $0\mathrm{.}01$ mg$.$ After reading the question, write a sentence that explains what the problem is asking you to do$.$