Find the average ordinate for the function in the given interval: $y=\sqrt{3 x+1}$ from $x=1$ to $x=5$. Round your answer to three significant digits.

Name: Find the average ordinate for the function in the given interval: $y=\sqrt{3 x+1}$ from $x=1$ to $x=5$. Round your answer to three significant digits.
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The Answer of Find the average ordinate for the function in the given interval: $y=\sqrt{3 x+1}$ from $x=1$ to $x=5$. Round your answer to three significant digits.

Find the Average Ordinate for the Function in the Given y=3x+1y=\sqrt{3 x+1}y=3x+1​

Find the Average Ordinate for the Function in the Given $y=\sqrt{3 x+1}$