The Volkswagen Beetle would later become the most popular car in the world, partially because Volkswagen's air-cooled engines were reliable and easily swapped with other Volkswagen vehicles, regardless of model. Volkswagen engines included the, and the cubic-centimeter models.

Use a small amount that you do not mind ruining. Flatten it and stretch it out into a line about 20 centimeters cm long by three cm wide. The line should be only a couple cm high.

You can poke them into the clay to keep them in a neat row. Write this measurement down. Make sure that the metric measuring glass has exactly ml of water in it check by looking at the bottom of the meniscus.

What is the new water level of the glass? Divide this number by For the "Outer Radius" box, enter the long radius; for the "Inner Radius" box, enter zero; and for the "Height" box, enter the short diameter.

For the "Major Axis" and "Minor Axis" boxes, enter the long diameter for both. And for the "Vertical Axis" box, enter the short diameter. Which ones were more and which ones were less?

Which calculation came the closest? Another way to look at your data is to calculate the percent difference between each calculation and the actual volume measurement. You can do this by dividing your answer using each formula by the actual volume.

Which formulas give you an answer that is closest to, or most different from, the actual volume based on percent difference? You can use this same experiment to find the best formula to calculate any other volume. Try using it for an egg, a football, an apple, a bar of soap, other types of candies or any other irregularly shaped object.

Just make sure that you choose an object that can be safely submerged in water!

Which formula is the best? The shape of a candy can affect how well many of those candies pack together. Use the water displacement test on a couple differently shaped candies to determine the actual volume of a single candy.

Then fill a measuring glass with a certain amount of each type of candy, one type at a time without water. Divide the volume the candy took up by the number of candies to determine how much space one candy took up, on average, when taking packing into account.

How much space does each type of candy take up in the measuring glass when packing is taken into account compared with the actual volume of one candy? In other words, which types of candies pack together the best? How do you think their shape affects this?

When using the sphere formula with the long radius, the calculation gives a volume about 1. If it were not "squished," the sphere formula with the long radius would fit.

The sphere formula with the short radius gives a volume about 0. The ellipsoid formula should give a volume about 0.GRADE 5 SUPPLEMENT Set D2 Measurement: Volume wide, and high, it is called a cubic centimeter.

Just as centimeters are used to measure length and square centimeters are used to measure area, cubic centimeters are used to measure volume with their input to write the equation and solve the multiplication problem.

Activity 1.

Fill the prism with cubic centimeter blocks to check your answer. Monitor students as they are working. Observe whether or not students are filling the prism with cubic-centimeter blocks to . Cubic Inch to Cubic Yard (in 3 to yd 3) Unit Summary The following tables provide a summary of the Volume units (both Fluid Volume units and Cubic Volume units) .

A cubic centimeter is a unit of volume accepted and widely used in the countries recognizing the SI standards. This unit is corresponding to the volume equal to the one of a cube with 1 cm each side. Therefore, one cubic centimeter is equal to 1/1 th of a cubic meter.

It is also roughly equal to 1 ml, or 1/ th of cubic liter. The symbol of a cubic centimeter is cc, and this volume. Each cubic centimeter equals a milliliter, 1 cm 3 1 mL. The terms milliliter and cubic centimeter are used interchangeably in expressing volume. The devices used most frequently in chemistry to measure volume are illustrated in Figure Calculator Use.

Convert among mass density values along with mass concentration values (mass divided by volume). We can write the conversion as: 1 lb/ft 3 = 1 lb/ft 3 * (1 ft / 12 in) 3 = 1 lb/ft 3 * gram per cubic centimeter. g/cm 3.

kilogram per cubic meter. kilogram per cubic centimeter. kg/cm 3. kilogram per cubic meter.

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Chapter 1, section 4