real science for today's homeschooler

Measuring Volume

Measuring Volume

Many science activities rely on taking an accurate measurement of the volume of liquids and solids. Below you’ll find a reference for how to measure the volume of different types of matter. Activities in this blog that require students to measure volume will include a link back to this page for reference.

VOLUME OF A LIQUID

This one is easy . . . add the liquid to a container that measures volume! 🙂 One suggestion would be to find measuring containers that measure in milliliters (mL)and (L) so that children become familiar with metric measurements.

VOLUME OF A REGULAR SOLID

A “regular” solid means one that has a specific geometric shape whose dimensions can be measured accurately with a ruler. Here are some of the basic formulas used to measure the volume of geometric shapes:

formulasBe sure to measure lengths in metric units such as centimeters (cm) or millimeters (mm). All volume measurements will then be in cubic centimeters  or cubic millimeters.

VOLUME OF AN IRREGULAR SOLID

The water displacement method is typically used to measure the volume of an “irregular solid,” a solid that lacks a regular geometric shape whose dimensions can be measured with a ruler. To use the water displacement method you will need a container that will hold the object to be measured, and that is marked in metric units, preferably milliliters.

1. Fill the container with enough water to cover the object.

2. Record the amount of water in the container, preferably in milliliters.

3. Insert the object to be measured, being careful not to let it “plop” in and splash water out!

4. Record the new water level in the container.

5. Subtract the two water levels to determine the amount of water that was “displaced” (moved out of the way) when the solid object was inserted.

6. Because 1 milliliter of water = 1 cubic centimeter of water, you can assume that the volume of water displaced in milliliters is the same as the volume of the solid object in cubic centimeters.

Many of the activities in this blog will require that students find the volume of different substances. This page will be linked so you can easily return for a refresher on measuring volume! 🙂

 

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Rotational Motion with a Pinwheel

Rotational Motion with a Pinwheel

Kids love to play with pinwheels. Whether you buy one at the store or make your own (pinwheel making tutorial), add a little Physics to the fun!

1. Use a string and ruler to measure the outside distance around the outside of the pinwheel.

2. Mark one spot on the pinwheel in some way. Use color, a piece of tape, etc. Just make sure the mark is very visible, even when the pinwheel is spinning.

3. Have your child practice watching the pinwheel in motion and counting each time the pinwheel makes a complete revolution. (When the mark on the pinwheel goes all the way around and returns to the same spot.) Move on to practicing counting exactly 10 revolutions. When your child has this down, move on to step 4.

4. Use a stop watch to measure the time it takes for the pinwheel to make 10 revolutions. Repeat 5 times, then average the 5 trials to get the “average time” for 10 revolutions.

5. Divide the average time by 10 to get the time for 1 revolution.

6. Calculate the speed at which the outside of the pinwheel was spinning by dividing the distance around the outside of the pinwheel (step 1) by the average time for 1 revolution (step 5). Your child has just calculated the rotational speed of the pinwheel!

To extend, repeat using different sources of “wind” to move the pinwheel at different speeds. Add a weather component by repeating on consecutive days to compare the wind strength. Older children may find it interesting to compare the actual wind speed (use a local weather app) to the speed of the pinwheel rotation. Look for patterns and mathematical relationships between the two.

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