draw a cuboid and write the number of faces , vertices and edges and verify the Euler ' s formula
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As we know,
No. of faces in a cuboid are 6,
No. of edgers in a cuboid are 12 and
No. of vertices is 8.
Euler’s formula states that:
F+V-E=2
6+8-[12]=2
14-12=2
Therefore 2=2
Hence it’s proved with Euler’s theorm.
Hope it helps.
No. of faces in a cuboid are 6,
No. of edgers in a cuboid are 12 and
No. of vertices is 8.
Euler’s formula states that:
F+V-E=2
6+8-[12]=2
14-12=2
Therefore 2=2
Hence it’s proved with Euler’s theorm.
Hope it helps.
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