# 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.

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.