On an average summer’s day in Austin the air pollution (in parts per million) is given by:
\(\displaystyle \ P(x)=14\sqrt{3x^2 + 25}-35\)
Where x is the number of hours from 8:00 AM.
Write down the integral expressing the average pollution level \(\displaystyle \vec{L}\) during the 10 hour period beginning at 8:00am.
I have no idea how to approach this problem. It can't be too difficult, but I am unsure as to what this problem exactly means. Can anyone help or assist me in the right direction to solve this problem?
Thanks
\(\displaystyle \ P(x)=14\sqrt{3x^2 + 25}-35\)
Where x is the number of hours from 8:00 AM.
Write down the integral expressing the average pollution level \(\displaystyle \vec{L}\) during the 10 hour period beginning at 8:00am.
I have no idea how to approach this problem. It can't be too difficult, but I am unsure as to what this problem exactly means. Can anyone help or assist me in the right direction to solve this problem?
Thanks