What will happen to the volume of a cube if its each edge is tripled?

It’s volume is increased 27 times.

What will happen to the volume of a cube if each of its edge is halved?

It means that if the edge of a cube is halved, its new volume will be times the initial volume.

What will be the change in total surface area of a cuboid if its each edge is tripled?

The total surface area of a cuboid will became 9 times when edge is tripled.

What will be the change in volume of of a cuboid?

As, volume of cuboid = length × width × height = (l/2)× b × h = (lbh)/2 = volume/2. Thus, the volume of the cuboid gets halved as soon as its length gets halved.

What will happen to the volume of the cube?

If the edge of cube will be doubled then the volume will be 8 times . and if edge of cube will be halfed then the volume will be 1/8. If edge of cube will be tripled then the volume will be 27 times.

What is the change in volume of cube if it is doubled?

So, the new volume of the cube is eight times the old volume. So, this is the required answer.

Will the volume of a wooden cube change if you cut the cube in half?

Why? The density remains the same because cutting the object in half will divide the mass & volume by the same amount. All matter has its own unique density.

What will be the total surface area of the cuboid?

To find the surface area of a cuboid, add the areas of all 6 faces. We can also label the length (l), width (w), and height (h) of the prism and use the formula, SA=2lw+2lh+2hw, to find the surface area.

How many times larger is the surface area of a cube if the side length is tripled?

Similarly when length is tripled (x = 3) surface area is increased ninefold (32 = 9) and volume is increased twenty-sevenfold (33 = 27).

What is volume How do you find volume of a cuboid object?

Volume of a cuboid = (length × breadth × height) cubic units. = (l × b × h) cubic units. Let us look at the given cuboid. We find that volume of the given cuboid with length 5 cm, breadth 3 cm and height 2 cm is 30 cu cm.

What is the change in the volume of cube if the edge is doubled?

Thus, the obtained volume with the edge being doubled is equal to 8 times the volume of a cube with edge x.