The sound produced by touching each button on a touch-tone phone is described by the equation below, where I and h are the low and high frequencies in the figure shown. The touch-tone phone sequence for Mary Had A Little Lamb is 3212333, 222, 399, 3212333322321. Many numbers do not appear in this sequence, including 0. You accidentally touch 0 for one of the notes. y= sin 2lt+ sin 2ght, t is time in seconds. a. Enter the sound produced as the sum of sines. Oren 697 770 WXY 852 941 High Low frequencies 1209 1336 1477 frequencies

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The sound produced by touching each button on a
touch-tone phone is described by the equation below,
where I and h are the low and high frequencies in the
figure shown. The touch-tone phone sequence for
Mary Had A Little Lamb is 3212333, 222, 399,
3212333322321. Many numbers do not appear in this
sequence, including 0. You accidentally touch 0 for
one of the notes.
y= sin 2lt+ sin 2ght, t is time in seconds.
a. Enter the sound produced as the sum of sines.
Oren
697
770
WXY
852
941
High
Low frequencies
1209 1336 1477 frequencies
Transcribed Image Text:The sound produced by touching each button on a touch-tone phone is described by the equation below, where I and h are the low and high frequencies in the figure shown. The touch-tone phone sequence for Mary Had A Little Lamb is 3212333, 222, 399, 3212333322321. Many numbers do not appear in this sequence, including 0. You accidentally touch 0 for one of the notes. y= sin 2lt+ sin 2ght, t is time in seconds. a. Enter the sound produced as the sum of sines. Oren 697 770 WXY 852 941 High Low frequencies 1209 1336 1477 frequencies
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