A harp from the middle ages produces a low A with a frequency of 200 Hz. What is the frequency of G on the same harp 3 octaves up?
frequency=2^(m/12)*frequency
SO 2^(m/12)*200Hz, I decided that m=9 and for each increase in an octave I though that you were supposed to mutliply 12 so...
There are four charges, each with a magnitude of 1.98 μC. Two are positive and two are negative. The charges are fixed to the corners of a 0.288-m square, one to a corner, in such a way that the net force on any charge is directed toward the center of the square. Calculate the magnitude of the...
I actually can't find the velocity of sound is sea water. The problem only gives the information listed above. Any other suggestions on how to solve this problem?
A sonar generator on a ship produces periodic ultrasonic waves at a frequency of 2.3 MHz. The wavelength of the waves in sea water is 4.9 · 10-4 m. When the generator is directed downward, an echo is received 16.2 s later. How deep is the ocean in m?
Frequency=1/T
Velocity=wavelength/T=...
What happens to the period when you cut the radius in half for a centripetal acceleration problem?
a=V^2/r
T=2pi*r/v
I need some background on this question. I believe the answer is the period is decreased by a factor of 2. I am just slightly confused.
You bought two kilograms of ice at -10 degrees celcius for your cooler when a friend suggests to instead use two kilograms of wood at -10 degrees celsius. Why should you stick with your ice?
Thermal Conductivities Latent Heats Specific Heats
Answer with either Good Reason, True but Irrelevant...
A siphon tube is filled with gasoline and closed at each end. One end is inserted into a gasoline tank 0.20 m below the surface of the gasoline. The outlet is placed outside the tank at a distance 0.45 m below the surface of the gasoline. The tube has an inner cross-sectional area of 3.8 × 10-4...
A syringe with a plunger of diameter 2 cm is attached to a hypodermic needle with a diameter of 2.1 mm. What minimum force (in N) must be applied to the plunger to inject into a vein where the pressure is 16 torr above atmospheric pressure.
P=F/A since P will be constant throughout...
So I plugged in A (.35m) into the equation,
x=.35sin(1.34*3.854) and got x=.032 which is still incorrect? Any help on where I am going wrong?
The second part of this problem calls for the maximum acceleration- would I use the equation a=omega^2cos omega *t? I don't think that I will get this...