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Hey there, math enthusiasts! Do you remember when you first encountered geometry in school? From basic shapes to complex 3D figures, there is no denying the fascinating world of geometrical mathematics. Today, we are going to dive deeper into one of its fascinating branches - solid geometry.
Therefore, the volume of the cylinder is:
πr²h = π x 7² x 15 = 2302.23cm³
So the radius of the cone is:
14/2 - 7 = 0cm
Wait a minute, the radius of the cone is zero? That's right; it means the cone in the figure is a flat base, like a disc or a pancake. So we can calculate the volume of the cone as follows:
Therefore, the total volume of the figure is the sum of the volume of the cylinder and the volume of the cone, which is:
2302.23 + 0 = 2302.23cm³
There you have it, folks, a quick example of a solid geometry math problem. The more you practice with different examples, the easier it becomes to understand the concepts and the formulae. Keep practicing, and soon you'll be a math whiz.
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