MathMol Home Page  

_ N_Mass
 Table of Contents
  Introductory Comments
 What is Molecular Modeling?
  Why is Molecular Modeling Important?
 What do some common molecules look like?
 Where's the Math?
 Carbon 3 Ways
  Carbon Compounds
 Water and Ice
 Water and Ice pt.II
  How to view structures in class or at home
  MathMol Library of Structures.
 Tutorial 1: 1-Dimension, 2-Dimensions, 3-Dimensions...
 Tutorial2: The Geometry of 2 Dimensions..
 Tutorial3: The Geometry of 3- Dimensions
 Tutorial4: The Geometry of Molecules.
 Appendix1: Scientific Notation
  Appendix 2: Mass
  Appendix3: Volume
  Appendix4: Density

Mass is the amount of matter an object has. We often use a triple-balance beam to measure mass.

A triple-beam balance gets its name because it has three beams that allow you to move known masses along the beam.

Here is a picture of a triple beam balance. You probably have used one in school.

There are also many other types of balances. Scientists need balances that can measure very small amounts of mass.

If you are interested at looking at the many other types of balances click here.

If you are using a triple beam balance in school you might want to brush up on your skills on how to use a triple-beam balance

Because a triple beam balance compares a known mass to an unknown mass it is unaffected by gravity. Unlike a spring scale which really measures weight, the triple beam balance gives a true measure of mass.

Do you often get confused between mass and weight? Check out the Mass vs. Weight Page

Now it's time to practice your skills using the triple-beam balance.

Problem 1:

A block is put onto a triple beam balance.

What is the mass of the object (to the closest tenth of a gram?

Click on the picture below and get a closer look at reading the scale after the scale has been balanced. Remember to find the mass using a triple beam balance you must add the mass values of each of the three beams.

Type your answer in the space provided below, then hit the submit button.

The mass of the object is:

Please enter your answer for Block I in the space provided:


If you need a calculator one is available. Click on calculator button on the right side.

Having trouble? Try this hint.

Problem 2:

A block having the same dimensions is now put on the scale. What is the mass of this object?

Please enter your answer for Block II in the space provided:


Having trouble? Try this hint.
Problem 3:

If both objects were put on the scale at the same time their total mass would be :


Please continue to the next chapter on volume.  


Questions or Comments?