Find the Volume and TSA of a Cuboid of edges 12cm. 8m and 7m.
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0
Answer:
Step-by-step explanation
Area of cuboid=2(12/100×8+8×7+7×12)
=2(24/25+1400/25+21/25)
=2(1445/25)
=57.8×2
=115.6 m²
Volume= 12/100 × 8 × 7
=672/100
=6.72 m³Ans
Answered by
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Given :
- The Length of Cuboid = 12 cm
- The Breadth of Cuboid = 8 m
- The Height of Cuboid = 7 m
To find :
- the volume and TSA of the cuboid.
Solution :
⇒ Let's find the Volume of cuboid.
➵ 12 cm to m :
1 m = 100 cm
12 cm = 12/100
= 0.12 cm
→ Volume of Cuboid = l × b × h
→ Volume of Cuboid = 0.12 × 8 × 7
→ Volume of Cuboid = 0.12 × 56
→ Volume of Cuboid = 6.72
- Therefore, the volume of cuboid is 6.72 m².
⇒ Let's find the Total Surface of the Cuboid.
→ Total Surface Area = 2 (lb + bh + lh)
= 2 (0.12 × 8 + 8 × 7 + 0.12 × 7)
= 2 (0.96 + 56 + 0.84)
= 2 (57.8)
= 2 × (57.8)
= 115.6 m²
- Therefore, the TSA of the Cuboid is 115.6 m².
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