Find the surface area of a cuboid having length 15 cm, breadth 5 cm and height 6
cm. What would be the length of the diagonal of the cuboid?
15
.
Please answer with proper steps because tomorrow is my exam....
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Given
- Length of cuboid = 15 cm
- Breadth of cuboid = 5 cm
- Height of cuboid = 6 cm
To find
- Total surface area of cuboid
Solution
- T.S.A of cuboid = 2(lb + bh + hl)
- T.S.A = 2((15)(5) + (5)(6) + (6)(15))
- T.S.A = 2((75) + (30) + (90)
- T.S.A = 2(195)
- T.S.A = 390
Hence, the surface area of T.S.A of cuboid is 390 cm²
- Length of diagonal = √l² + b² + h²
- Diagonal = √15² + 5² + 6²
- Diagonal = √225 + 25 + 36
- Diagonal = √286
- Diagonal = 16.91
Hence, the length of diagonal of cuboid is 16.91 cm
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