A certain persons blood pressure is modeled by Pt AcosBtC Wh
A certain persons blood pressure is modeled by
P(t)= Acos(Bt)+C
Where p(t) is the pressure in mmHg at time t minutes. The min. blood pressure of 92 mmHg occurs at t=0. The max occurs of 134 occurs at t=.4. Determine the constant A.
A certain persons blood pressure is modeled by
P(t)= Acos(Bt)+C
Where p(t) is the pressure in mmHg at time t minutes. The min. blood pressure of 92 mmHg occurs at t=0. The max occurs of 134 occurs at t=.4. Determine the constant A.
P(t)= Acos(Bt)+C
Where p(t) is the pressure in mmHg at time t minutes. The min. blood pressure of 92 mmHg occurs at t=0. The max occurs of 134 occurs at t=.4. Determine the constant A.
Solution
given persons blood pressure is modeled by P(t)= Acos(Bt)+C
The mininimum blood pressure is 92 mmHg occurs . The maximum is 134 mmHg
A =(134-92)/2
A=21
amplitude of graph ,constant A =21
