number of chirps in one minute/4+40=tempature
124162
No, but there's a guy in Tijuana that can tell time by lifting up his donkey's balls.  He's pretty accurate too!  I had my watch stolen while I was down there and I saw a Mexican guy sitting on the curb next to his donkey.  I asked, "Excuse me senior, do you know what time it is?"  He reached over, grabbed his donkey's balls, lifted them up a few inches and stated, "It's 2:47!"\nI said, "Wow, that's amazing!" and he said, "Not really, you can do it too!"  He moved over and had me sit on the curb where he had been, right behind the donkey.  He said, "Now reach over and lift my donkey's balls about 6 inches."  I did as he said, then he pointed between the donkey's legs and said, "Now, see that clock on that wall over there?"
548445
maybe what your teacher is trying to say here is the body temperature. now search for that answer. it's your homework.
179656
You need to have recorded the power over a range of frequencies and ploted the Output over the Input. If the chirp signal can be extrapolated into its freqency components possibly you can compare the output to this, otherwise a new set of data points are required.
191563
to move back and forth from the frequency to the time domain
45208
Well, the temperature is going to increase by one degree every three days.  You will need to do the math from there.
334255
the answer is probably that if it is less than 40 degrees F, crickets die/hibernate and dont chirp at all. above 40, the formula would work, giving a positive number of chirps.
460249
12.25cycles/20sec = 0.6125 cycles/sec, = 0.6125Hz, which is the frequency.  The period is the reciprocal of the frequency, which equals approx. 1.6327 seconds.\n\nI didn't count that first half cycle because it looks longer than the rest.  I started counting at the first positive zero-crossing at time 2.6, and counted 12.25 cycles from there to time 22.6\n\nThis is coming from someone who has made his living for the last few decades looking at and interpreting thousands of such displays.
39520
Use a calculator, add all three together (be sure to include the negatives) and then multiply by the number of temperatures.
307797
global warming per second celcius?
213052
Try these answers:\n\nFor the first one, shortest is 0.0086 m, longest is 8.6 m.\nFor the second one, it should be 2.95 Hz
395627
A good approximation is the speed of sound is 331.5 + 0.6 * T.  T is the temperature in Celsius.  The answer is in metres per second.  Using this formula, the speed of sound at 25 degrees Celsius is 346.5 m/s.
441443
measure the size of bowl(better if rectagular or square) and time how long it takes for waves to hit the sides for one minutes. about 10 waves. multiply by 60 to get speed/hr
359720
3.99, 4.1, 4.12, 4.214
91075
I assume those are interval values and not actual times of day.\n\nTo average them, break them down into seconds, average the seconds, and then put that number back in HH:MM:SS format.\n\nIn this case:\n0:12:35 => 755 seconds\n0:02:10 => 130 seconds\n0:09:05 => 540 seconds\n\n(755 + 130 + 540) / 3 = 475 seconds\n\n475 seconds = 0:07:55
530050
8.88888888888889\n\n\n\n\n\nI used a farenheit converter found on internet
433168
Listening to music always helps!\nw=w’*t, w=500rpm=500/60 rps=2pi*25/3 rad/s, t=2.6s, then \nw’=w/t=2*pi*25/3/2.6=20.14 rad/s^2;\nu=w’*t^2/2=w*t/2=25/3*2.6/2=10.83=~10 full revs
506992
Just let the units tell you what to do.  H=mass* T*sp heat.  with T in K