Asked by Jus
When you drink a cup of coffee or a glass of cola, or when you eat a chocolate bar, the percent, P, of caffeine remaining in your bloodstream is related to the elapsed time, t, in hours, by t=5(logP/log0.5).
a) how long will it take for the amount of caffeine to drop to 20% of the amount consumed?
My answer (which is correct)
= 11.6
b) suppose you drink a cup of coffee at 9 am. What percent of the caffeine will remain in your body at noon?
My attempt:
9=5(logP/log0.5)
then I solved for P, but the answer is wrong.
Could you please help me with part b?
a) how long will it take for the amount of caffeine to drop to 20% of the amount consumed?
My answer (which is correct)
= 11.6
b) suppose you drink a cup of coffee at 9 am. What percent of the caffeine will remain in your body at noon?
My attempt:
9=5(logP/log0.5)
then I solved for P, but the answer is wrong.
Could you please help me with part b?