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A composite solid has a cuboid base and a pyramid top. Given cuboid base dimensions and pyramid slant edge, find the volume.
Mathematics
ScanSolve AI Answer
Here are the calculations for the given figure:
The figure shows a composite solid consisting of a cuboid (ABCDEFGH) at the bottom and a pyramid (V-ABCD) on top.
Given dimensions:
Base of cuboid EFGH is a square with side length 10 cm (e.g., HG = FG = 10 cm).
Height of cuboid DH = 6 cm.
Slant edge of pyramid VB = 12 cm. All slant edges VA, VB, VC, VD are equal.
Let's set up a coordinate system with H at the origin (0,0,0).
H = (0,0,0)
G = (10,
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