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What is the volume of a cuboid measuring 2 centimeters by 5 centimeters by 8 centimeters?
The volume of a cuboid is the length x width x height, so in this case the volume is 2*5*80 = 80 centimeters.
How do you find the area of a cuboid?
length *width*height=area of cuboid
What is the formula for calculating volume of a cuboid?
the formula for the volume of a cuboid is length x breadth x height
What is the volume of a cuboid measuring 5cm by 6cm by 7cm?
Well, darling, to find the volume of a cuboid, you simply multiply its length, width, and height. So, for this sassy little cuboid measuring 5cm by 6cm by 7cm, the volume would be 5 x 6 x 7 = 210 cubic centimeters. Voilà!
If a cuboid has volume of 30 cubic Cm's what is the length height and width?
A cuboid is another name for a cube. The three dimensions of a cube are identical and its volume is the product of its length, height, and width. Each of the dimensions of a 30 cubic cm cube is the cube root of 30 cubic centimeters, which is 3.10723251 cm to eight decimal places.
What is the volume of wood block?
If its a cuboid, volume = length * breadth * height .
What Formula to find volume of a cuboid?
Volume = Length * Width * Height
What is the volume of a cuboid with width 2cm length 4cm and height 6?
14
What does length times height times width equal?
For a cuboid it gives its volume.
What is the volume of a cuboid of length 3cm breadth 5cm and height 3cm?
Volume cuboid = length x breadth x height = 3 cm x 5 cm x 3 cm = 45 cm³
Which is the volume of a cuboid width 2cm length 5cm and height 3cm?
Oh, what a lovely little cuboid we have here! To find its volume, you simply multiply its width, length, and height together. So for this cuboid, the volume would be 2cm x 5cm x 3cm, which equals 30 cubic centimeters. Just imagine all the happy little things you could fit inside that space!
What is a height in a cuboid?
Height in a cuboid is the measurement of the vertical distance between the top and bottom faces of the shape. It can also be referred to as the measurement of the length of one of the sides of the cuboid that has its opposite sides as bases.
