How do you find the cross section of a semicircle?
We know that the cross-sections are semicircles perpendicular to the x-axis. To find the area of the typical semicircle, we must first find the typical radius. For each semicircle, the diameter extends from the x-axis to the line x + 2y = 8. Thus to find the typical diameter we must subtract: 8−x2−0=8−x2=diameter.Click to see full answer. Also question is, what is the cross section of a sphere?The cross section, of a sphere formed by a plane intersecting the sphere at an equator, is a circle of the same radius as that of the sphere itself (as may be seen from picture below).
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