Figure 1 shows the features of a sinusoidal oscillatory motion. Write down the equa- tion of motion both in the form of a cosine and of a sine function. Make sure to include units for all parameters. For each of the two equations identify: • the amplitude A; • the frequency f; • the angular frequency w; • the phase constant o; • the phase ¢; • the period T. x[cm] 3 -2 -1 2 t[sec] -t -2 -3 Figure 1: Sinusoidal oscillatory motion.

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Chapter1: Units, Trigonometry. And Vectors
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Problem #1
Figure 1 shows the features of a sinusoidal oscillatory motion. Write down the
equa-
tion of motion both in the form of a cosine and of a sine function. Make sure to
include units for all parameters.
For each of the two equations identify:
• the amplitude A;
• the frequency f;
• the angular frequency w;
• the phase constant po;
• the phase o;
• the period T.
4 A
x[cm]
3
12
3
2
-1
1
t[sec}
-t
-2
-3
Figure 1: Sinusoidal oscillatory motion.
Transcribed Image Text:1 Problem #1 Figure 1 shows the features of a sinusoidal oscillatory motion. Write down the equa- tion of motion both in the form of a cosine and of a sine function. Make sure to include units for all parameters. For each of the two equations identify: • the amplitude A; • the frequency f; • the angular frequency w; • the phase constant po; • the phase o; • the period T. 4 A x[cm] 3 12 3 2 -1 1 t[sec} -t -2 -3 Figure 1: Sinusoidal oscillatory motion.
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