SOLUTION: A person’s resting blood pressure is 116 over 88. This means that the blood pressure oscillates between a maximum of 116 and a minimum of 88. The person’s resting heart rate is

Algebra.Com
Question 1165349: A person’s resting blood pressure is 116 over 88. This means that the blood pressure oscillates between a maximum of 116 and a minimum of 88. The person’s resting heart rate is 60 beats per minute. Let P represent the blood pressure and t represent the time in seconds. Write the equation for the blood pressure P as a function of time t seconds.
Answer by ikleyn(52804)   (Show Source): You can put this solution on YOUR website!
.
A person’s resting blood pressure is 116 over 88. This means that the blood pressure oscillates
between a maximum of 116 and a minimum of 88. The person’s resting heart rate is 60 beats per minute.
Let P represent the blood pressure and t represent the time in seconds.
Write the equation for the blood pressure P as a function of time t seconds.
~~~~~~~~~~~~~~~~~~~~~~~

Mid-line is  a =  = 102.


The amplitude is  A =  = 14.


The period is  T =  = 1 second.


The cosine function is

    P(t) =  = 102 + 14*cos(6.28*t),


where t is the time in seconds.

Solved.



RELATED QUESTIONS

Of 116 randomly selected adults, 34 were found to have high blood pressure. Find a 98%... (answered by ewatrrr)
A study found that the mean systolic blood pressure was 106 mm Hg. Assume that systolic (answered by ewatrrr)
Of 1943 people who came into a blood bank to give blood, 358 people had high blood... (answered by Theo)
The blood pressure of a person changes throughout the day. Suppose the systolic blood... (answered by ewatrrr)
1. Based on data from the National Health Service, women between the ages of 18 and 24... (answered by stanbon)
1. Based on data from the National Health Service, women between the ages of 18 and 24... (answered by Boreal)
Assume that a blood pressure range between 149 and 159 is randomly selected, find the... (answered by checkley77)
The mean is 120, the standard deviation is 9.75, and N=1000. The population is normally... (answered by Yzeph)
The mean is 120, the standard deviation is 9.75, and N=1000. The population is normally... (answered by ewatrrr)