If you have the radius and slanted height, use pythagoras, Slanted height squared minus the radius squared is the height squared, then just square root your answer. Or if you have the diametre you can find the radius.
If you have the area of the base, divide it by pie, square root your answer, the you have the radius, now you can do pythag
If you have the radius and slanted height, use pythagoras, Slanted height squared minus the radius squared is the height squared, then just square root your answer. Or if you have the diametre you can find the radius.
If you have the area of the base, divide it by pie, square root your answer, the you have the radius, now you can do pythag
Sorry if that's unclear
Thank you, i thought it was the 1st bit but unsure
You don't need to use the slant height. I'm assuming that you already know the radius. If so, the answer is rather simple. One would simply rearrange the formula of the volume of a cone, to obtain the perpendicular height. Here is the formula to find the perpendicular height of a cone, given the radius: h=3 x volume / pi r ^2