What Is The Surface Area Of The Cube Below

What Is The Surface Area Of The Cube Below. Since a cube is composed of 6 squares joined end to end, naturally the surface area of a cube would be the sum total of the area of each of the six squares. The volume of cube is 125cm3 which is equal to a3 where a is the side of cube so by given value.

What is the surface area of the cube below?
What is the surface area of the cube below? from brainly.com

Each face of a cube has 4 edges and totally there are 12 edges. Let me see how you do. Try out this practice question and share its answer in comment below.

Put Value In Equation (1) 600 = 6 A².

The volume of the cube is x3. Find the area of the resulting surface. Identify the length of the side of the cube.

Find The Square Of The Length Of The.

Surface area of a cube is the total area of the outside surfaces of the cube and is given by a= 6a2, where a is the edge. A² = `\frac{600}{6}` a² = 100. Find the surface area of the box.

Y = 1/4X^2 − 1/2Ln(X), 4 ≤ X ≤ 5.

125cm3=a3 so by this equation we can easily find a=3√125=5cm. And surface area of cube is 6a2 =6×5×5=150cm2. The area of one face of the cube is 25cm squared.

Thus X Is The Cube Root Of The Volume.

The surface area of a cube = 6a 2 where a is the length of the side of each edge of the cube. Let’s work out some example problems involving the surface area of a cube. Similarly, for lateral surface area, we multiply the square of side length by 4.

The Formula To Find Size Of The Cube Is 6A2 (Square).

So each face is 150cm² ÷ 6 = 25cm². Total surface area of cube formula = 6a2. Substitute that value for s into the surface area of a cube formula.

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