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The length breadth and height of a cuboid are 45 85 and 115 cm respectively find the length of the longest tape which can measure the three dimensions exactly in i need for 6 class?
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The length breadth and height of a cuboid are 45 85 and 115 cm respect...
Calculating the Length of the Longest Tape:

Given Dimensions:
- Length (l) = 45 cm
- Breadth (b) = 85 cm
- Height (h) = 115 cm

Finding the Longest Tape:
To find the length of the longest tape that can measure the three dimensions exactly, we need to calculate the diagonal of the cuboid.

Diagonal of a Cuboid:
The diagonal of a cuboid can be calculated using the formula:
Diagonal = √(l² + b² + h²)

Substitute the Given Values:
Diagonal = √(45² + 85² + 115²)
Diagonal = √(2025 + 7225 + 13225)
Diagonal = √(22475)
Diagonal ≈ 150.16 cm

Length of the Longest Tape:
Therefore, the length of the longest tape that can measure the three dimensions of the cuboid exactly is approximately 150.16 cm. This tape will be able to cover the diagonal distance across the cuboid.
By using this calculation, you can ensure that you have a tape long enough to measure all dimensions of the cuboid accurately.
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The length breadth and height of a cuboid are 45 85 and 115 cm respectively find the length of the longest tape which can measure the three dimensions exactly in i need for 6 class?
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