The sawtooth wave is a non-sinusoidal waveform that oscillates between negative and positive peaks, resembling the teeth of a saw blade, characterized by a slow rise and steep decay. It consists of harmonically related sine waves and is distinct from triangular waves in terms of symmetry and harmonic content. Sawtooth waves are commonly used in music synthesizers and have applications in generating raster graphics on CRT screens.

2.  also known as saw wave
 non-sinusoidal wave that oscillates between a negative and a
positive peak value
 resembles with the teeth of a saw blade
 has a slow rising and a steep decay

3.  both can produce sound
 sawtooth wave comprises of an infinite set of harmonically related
sine waves
 sine waves are smooth waves
 sawtooth waves have sharp edges

4.  triangular wave
• equal fall and rise times
• symmetric about the origin
• odd harmonics
 sawtooth wave
• different fall and rise times
• asymmetric about the origin
• even and odd harmonics

5.  used to create sounds in virtual and analog music synthesizers.
 have electromagnetic properties
 used to generate raster on CRT based screens

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