<h3><u>Radius as function of volume is:</u></h3>
<em><u>Solution:</u></em>
<em><u>The volume of cone is given as</u></em>:
Where,
r is the radius
h is the height
From given,
height = 20 inches
From formula,
Rearrange , so that r is alone in left side of equation
Substitute h = 20
Thus, radius as function of volume is:
The distribution will be skewed to the right because the mean is greater than the median.
<em>r</em> should be 4/7. You're comparing the given series to a geometric series that converges. By the limit comparison test, you have
and since this limit is positive and finite, and the series you're comparing to is convergent, then the first series must also be convergent.