find the total surface area of uitboid Cubreal box is m2
if its side
is of length
250 cm ?
Answers
Answer:
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Step-by-step explanation:
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Correct Question :
›»› Find the total surface area of cubical box is m² if its side is of length 250 cm ?
Answer :
›»› The total surface area of cubical box is 37.5 m².
Given :
- The side of cubical box = 250 cm.
To Find :
- The total surface area of cubical box is m².
Solution :
Here in this question we have to find the total surface area of cubical box is m². So, firstly we need to convert the side of cubical box from cm to m, after that we will find the total surface area of cubical box is m² on the basis of conditions given above.
→ Side of cubical box = 250 cm
→ Side of cubical box = 250/100
→ Side of cubical box = 2.5 cm
Now,
We have Side of cubical box in meter, and we need to find the total surface area of cubical box.
As we know that
→ TSA of cubical box = 6(side)²
→ TSA of cubical box = 6(2.5)²
→ TSA of cubical box = 6 * 6.25
→ TSA of cubical box = 37.5
Hence, the total surface area of cubical box is 37.5 m².
Extra Brainly Knowledge :
- Volume of cuboid = l * b * h.
- CSA of cuboid = 2(l + b)h.
- TSA of cuboid = 2(lb + bh + lh).
- CSA of cube = 4a².
- TSA of cube = 6a².
- Volume of cube = a³.
- Volume of cylinder = πr²h.
- TSA of cylinder = 2πrh + 2πr².
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