Asked by Sami

Tony's blood pressure can be modelled using the function P(t)=1000(sin t)(e^-2t), where 0 ≤ t ≤ 2 minutes. His body is stabilized after reaching a high. What is the highest blood pressure(nearest whole number) reached?
Answered by oobleck
P = 1000 e^-2t sint
P' = 1000 e^-2t (cost - 2sint)
you need P'=0, so when is cost = 2sint in your domain?
Answered by Sami
I can't find t. When I tried, I got t=27, but when I graphed it, it show t=0.464
Answered by Sami
never mind, my calculator was in deg mode
Answered by Adam
Hi,
May I know how you got P' = 1000 e^-2t (cost - 2sint)?
I applied the product rule and I got P'(t)=1000(e^-2t cos(t) - 2e^-2t sin(t)), then I got stucked.
Can you please help me with this?
Thank you.
Answered by NV
How do you solve for t?
There are no AI answers yet. The ability to request AI answers is coming soon!