nobodynobody wrote: ↑October 15th, 2020, 5:29 am
Hello, sorry for being late!
Consider a massless pendulum with a length of 1.29 meters and a mass of 40.3 kg.
a) What is the period of the pendulum on earth (acceleration of 9.8)?
b) What is the period of the pendulum on the moon (acceleration of 1.62)?
c) If the string suspending the mass had a mass of 10.0kg, what is the new period(on earth)?
d) If the mass was removed (from question c), what is the new period of the pendulum, if it were on the moon?
Not really sure what this has to do with Sounds, but
nobodynobody wrote: ↑October 15th, 2020, 5:29 am
Hello, sorry for being late!
Consider a massless pendulum with a length of 1.29 meters and a mass of 40.3 kg.
a) What is the period of the pendulum on earth (acceleration of 9.8)?
b) What is the period of the pendulum on the moon (acceleration of 1.62)?
c) If the string suspending the mass had a mass of 10.0kg, what is the new period(on earth)?
d) If the mass was removed (from question c), what is the new period of the pendulum, if it were on the moon?
Not really sure what this has to do with Sounds, but
a)
b)
c) 2.28 s
d) 5.61 s
I have seen this type of stuff on tests (including 2019 nats) probably because it is simple harmonic motion. Your a and b are correct. C and D aren't because the period of the pendulum actually changes if the string has mass, I should specify that the string is uniform and rigid.
nobodynobody wrote: ↑October 15th, 2020, 5:29 am
Hello, sorry for being late!
Consider a massless pendulum with a length of 1.29 meters and a mass of 40.3 kg.
a) What is the period of the pendulum on earth (acceleration of 9.8)?
b) What is the period of the pendulum on the moon (acceleration of 1.62)?
c) If the string suspending the mass had a mass of 10.0kg, what is the new period(on earth)?
d) If the mass was removed (from question c), what is the new period of the pendulum, if it were on the moon?
Not really sure what this has to do with Sounds, but
a)
b)
c) 2.28 s
d) 5.61 s
I have seen this type of stuff on tests (including 2019 nats) probably because it is simple harmonic motion. Your a and b are correct. C and D aren't because the period of the pendulum actually changes if the string has mass, I should specify that the string is uniform and rigid.
Not really sure what this has to do with Sounds, but
a)
b)
c) 2.28 s
d) 5.61 s
I have seen this type of stuff on tests (including 2019 nats) probably because it is simple harmonic motion. Your a and b are correct. C and D aren't because the period of the pendulum actually changes if the string has mass, I should specify that the string is uniform and rigid.
Oh, the string has mass, I read that wrong
c)
d)
Correct, Your turn!
Re: Sounds of Music C
Posted: October 16th, 2020, 1:41 pm
by UTF-8 U+6211 U+662F
Define equal tempered. What is the difference between 12TET and 24TET (12-tone equal tempered and 24-tone equal tempered)?
Re: Sounds of Music C
Posted: October 26th, 2020, 9:01 am
by smayya337
UTF-8 U+6211 U+662F wrote: ↑October 16th, 2020, 1:41 pm
Define equal tempered. What is the difference between 12TET and 24TET (12-tone equal tempered and 24-tone equal tempered)?
Equal tempered means that there is a constant ratio between successive notes' frequencies. The difference between 12TET and 24TET is that there are twelve notes in an octave in 12TET, while there are 24 notes in an octave in 24TET.
UTF-8 U+6211 U+662F wrote: ↑October 16th, 2020, 1:41 pm
Define equal tempered. What is the difference between 12TET and 24TET (12-tone equal tempered and 24-tone equal tempered)?
Equal tempered means that there is a constant ratio between successive notes' frequencies. The difference between 12TET and 24TET is that there are twelve notes in an octave in 12TET, while there are 24 notes in an octave in 24TET.
Yep! Your turn.
Re: Sounds of Music C
Posted: November 17th, 2020, 5:39 pm
by smayya337
UTF reminded me earlier today that I hadn't written a question, so I'm back. Sorry! I can't think of many good questions, so I'll just use this one:
What is the ratio of the length of my Bb soprano clarinet (lowest note: concert D3) to that of my sister's Eb alto saxophone (lowest note: concert Db3)? (Assume the instruments abide by equal temperament with concert A4 = 440 Hz, that the speed of sound is 343 m/s, and that my sister somehow got her hands on a straight alto saxophone.) Provide three sig figs.
Re: Sounds of Music C
Posted: November 17th, 2020, 8:39 pm
by UTF-8 U+6211 U+662F
smayya337 wrote: ↑November 17th, 2020, 5:39 pm
UTF reminded me earlier today that I hadn't written a question, so I'm back. Sorry! I can't think of many good questions, so I'll just use this one:
What is the ratio of the length of my Bb soprano clarinet (lowest note: concert D3) to that of my sister's Eb alto saxophone (lowest note: concert Db3)? (Assume the instruments abide by equal temperament with concert A4 = 440 Hz, that the speed of sound is 343 m/s, and that my sister somehow got her hands on a straight alto saxophone.) Provide three sig figs.
smayya337 wrote: ↑November 17th, 2020, 5:39 pm
UTF reminded me earlier today that I hadn't written a question, so I'm back. Sorry! I can't think of many good questions, so I'll just use this one:
What is the ratio of the length of my Bb soprano clarinet (lowest note: concert D3) to that of my sister's Eb alto saxophone (lowest note: concert Db3)? (Assume the instruments abide by equal temperament with concert A4 = 440 Hz, that the speed of sound is 343 m/s, and that my sister somehow got her hands on a straight alto saxophone.) Provide three sig figs.
Really guessing but: 138.6 / 146.8 = 0.944?
Not quite... Here's what I did:
We know that for a conical woodwind (like a sax) and for a stopped cylinder (like a clarinet). Substituting the appropriate frequencies gives for the clarinet and for the sax. Dividing those two values gives a ratio of 0.472.
Hopefully my logic isn't too flawed, I'm still kind of rusty. Your turn!
b)
c) 2.28 s d) 5.61 s