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  • Physics of the Piano
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    From $51.33 (New)

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Buy from Amazon $64.02$39.94 $59.00 $53.00 $47.00 $35.00 Nov Dec Jan Feb Mar Apr 2016 $49.15, Oct 9 - Feb 3$46.73, Oct 9 - Oct 31$39.97, Oct 9 - Nov 17$49.15, Oct 9 - Feb 3$46.68, Nov 4 - Nov 30$39.97, Oct 9 - Nov 17$49.15, Oct 9 - Feb 3$46.68, Nov 4 - Nov 30$39.94, Nov 21 - Dec 15$49.15, Oct 9 - Feb 3$46.27, Dec 5 - Dec 30$39.94, Nov 21 - Dec 15$49.15, Oct 9 - Feb 3$46.27, Dec 5 - Dec 30$39.97, Dec 20 - Dec 26$49.15, Oct 9 - Feb 3$46.27, Dec 5 - Dec 30$39.94, Dec 30 - Feb 13$49.15, Oct 9 - Feb 3$45.68, Jan 4 - Jan 29$39.94, Dec 30 - Feb 13$49.15, Oct 9 - Feb 3$44.69, Feb 3 10:36 am$39.94, Dec 30 - Feb 13$51.33, Feb 8 - Feb 24$46.85, Feb 8 - Feb 19$39.94, Dec 30 - Feb 13$51.33, Feb 8 - Feb 24$46.85, Feb 8 - Feb 19$39.97, Feb 19 - Feb 24$51.33, Feb 8 - Feb 24$45.99, Feb 24 2:47 pm$39.97, Feb 19 - Feb 24$64.02, Mar 5 - Mar 16$45.63, Mar 5 1:09 am$39.95, Mar 5 1:09 am$64.02, Mar 5 - Mar 16$46.62, Mar 16 3:00 pm$39.98, Mar 16 3:00 pm$51.33, Mar 28 4:03 am$46.85, Mar 28 4:03 am$39.95, Mar 28 4:03 am 215,8301,577,058 1,953,125 976,563 488,281 0 Nov Dec Jan Feb Mar Apr 2016

Price Details

New

Last Seen $51.33 Mar 28, '16
Highest $64.02 Mar 5, '16
Lowest $49.15 Oct 9, '15
Average $64.02 (30d avg)
$53.58 (90d avg)
$51.49 (Lifetime average)
Added Oct 9, 2015

3rd Party New

Last Seen $46.85 Mar 28, '16
Highest $46.85 Mar 28, '16
Lowest $44.69 Feb 3, '16
Average $46.13 (30d avg)
$46.02 (90d avg)
$46.28 (Lifetime average)
Added Oct 9, 2015

3rd Party Used

Last Seen $39.95 Mar 28, '16
Highest $39.98 Mar 16, '16
Lowest $39.94 Dec 30, '15
Average $39.97 (30d avg)
$39.95 (90d avg)
$39.96 (Lifetime average)
Added Oct 9, 2015

Sales Rank

30 day average: 573,060
90 day average: 1,159,308

Product Description

Why does a piano sound like a piano? A similar question can be asked of virtually all musical instruments. A particular note - such as middle C - can be produced by a piano, a violin, a clarinet, and many other instruments, yet it is easy for even a musically untrained listener to distinguish between these different instruments. A central quest in the study of musical instruments is to understand why the sound of the "same" note depends greatly on the instrument, and to elucidate which aspects of an instrument are most critical in producing the musical tones characteristic of the instrument. The primary goal of is to investigate these questions for the piano. The explanations in this book use a minimum of mathematics, and are intended for anyone who is interested in music and musical instruments. At the same time, there are many insights relating physics and the piano that will likely be interesting and perhaps surprising for many physicists.

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