If a cuboidal box has height, length and width as 20 cm, 15 cm and 10 cm respectively. Then its total surface area is
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Answers
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A n s w e r
G i v e n
- Height of cuboidal box is 20 cm
- Length of the cuboidal box is 15 cm
- width of the cuboidal box is 10 cm
F i n d
- Total surface area of cuboidal box
S o l u t i o n
Total surface area of cuboidal box can be measured by the formula to find total surface are of cuboid
➠ 2(lw + wh + lh) ⚊⚊⚊⚊ ⓵
Where ,
- l = Length
- w = Width
- h = Height
- l = 15 cm
- w = 10 cm
- h = 20 cm
⟮ Putting the above values in ⓵ ⟯
➜ 2(lw + wh + lh)
➜ 2(15(10) + 10(20) + 15(20))
➜ 2(150 + 200 + 300)
➜ 2(650)
➨ 1300 sq. cm.
- Hence the total surface area of cuboidal box is 1300 sq. cm.
Additional information
Volume of cuboid
- l × w × h
Where ,
➻ l = Length
➻ w = Width
➻ h = Height
Lateral surface area of cuboid
- 2h(l + w)
Where ,
➻ l = Length
➻ w = Width
➻ h = Height
Anonymous:
Bravo
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