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If the volume is 126 cubic centimeters and the area of base is 42 cm squared what is the height?
the rectangular prism has a volume of 126 cubic centimeters, what is the height
The volume of a cone varies jointly as the height of the cone and the area of the base The volume of a cone with height 30 centimeters and base 14 centimeters squared is 140 centimeters cubed Find t?
A+ = 28 centimeters cubed
Is volume squared?
No, volume is cubed. Area is squared, for example, 2cm^2 Volume would be in cubic centimeters, meters, etc.
What is the volume for base area 32 cm squared height 12 cm?
To find the volume of a prism, you can use the formula: Volume = Base Area × Height. Given the base area of 32 cm² and a height of 12 cm, the volume would be 32 cm² × 12 cm = 384 cm³. Therefore, the volume is 384 cubic centimeters.
How do you convert centimeters squared to centimeters cubed?
You don't! The former is a unit of area, the latter is a unit of volume cm2 is a measurement of area, e.g. width x length cm3 is a measuremnt of volume, e.g. width x length x height
If the volume is 126 cubic centimeters and the area of base is 42 cm squared what is the height?
the rectangular prism has a volume of 126 cubic centimeters, what is the height
How do you work out the mass of a cylinder?
Area of cylinder base = pi x Radius squared (πr2) Radius is in centimeters (cm) Area is in centimeters squared (cm2) ---- Volume = Area x Height Area is in centimeters squared (cm2) Height is in centimeters (cm) Volume is in centimeters cubed (cm3) ---- Mass = Volume x Density Density is in grams centimeter cubed (g/cm3) Volume is in centimeters cubed (cm3) Mass is in grams (g)
The volume of a cone varies jointly as the height of the cone and the area of the base The volume of a cone with height 30 centimeters and base 14 centimeters squared is 140 centimeters cubed Find t?
A+ = 28 centimeters cubed
What is the volume of 42cm squared?
The volume cannot be calculated from an area measurement (42 cm squared) because volume is a measure of cubic units (cm^3). To calculate volume, you would need a third dimension such as height or depth.
Is volume squared?
No, volume is cubed. Area is squared, for example, 2cm^2 Volume would be in cubic centimeters, meters, etc.
What is the volume for base area 32 cm squared height 12 cm?
To find the volume of a prism, you can use the formula: Volume = Base Area × Height. Given the base area of 32 cm² and a height of 12 cm, the volume would be 32 cm² × 12 cm = 384 cm³. Therefore, the volume is 384 cubic centimeters.
How do you convert centimeters squared to centimeters cubed?
You don't! The former is a unit of area, the latter is a unit of volume cm2 is a measurement of area, e.g. width x length cm3 is a measuremnt of volume, e.g. width x length x height
How do you change centimeters squared to centimeters cubed?
cm2 is a measurement of area, e.g. width x length cm3 is a measuremnt of volume, e.g. width x length x height
What is the height of the pyramid 56 cubic centimeters base edge 8 centimeters base height 7 centimeters?
Volume of a pyramid = 1/3*base area*height Height of a pyramid = (3*volume)/base area
How do you find the volume of a base area of 32 cm squared with a height of 12 cm?
Multiply the base area by the height, and you have the volume.
How do you convert centimeters squared into milliliter?
To convert centimeters squared (cm^2) to milliliters (mL), you need to know the depth or height in centimeters. Since 1 cm^3 is equivalent to 1 mL, you can multiply the area in cm^2 by the depth in centimeters to get the volume in milliliters. The formula would be Volume (mL) = Area (cm^2) x Depth (cm).
What is area of cm cube in cm squared?
The area is a measure of two-dimensional space, expressed in square centimeters (cm²), while volume is a measure of three-dimensional space, expressed in cubic centimeters (cm³). To convert from cubic centimeters to square centimeters, you would need to know the height or depth of the object in question, as area alone cannot be directly derived from volume without that additional dimension.
