Homework Statement
A paint sprayer pumps air through a constriction in a 2.50-cm diameter pipe, as shown in the figure. The flow causes the pressure in the constricted area to drop and paint rises up the feed tube and enters the air stream. The speed of the air stream in the 2.50-cm diameter...
C)
Total Area at 2.5m = 4(pi)(2.5m)2 = 25(pi)m2
Sub-Area = 3.25cm2 = 3.25x10-4m2
Sub area/total area = 4.14x10-6
Energy at sub-area = (total energy)(fraction)
total energy = 1.015x106 W
Correct Answer.
B)
I = P/A
P = 1.015x106 W
A = 4(pi)(10m)2 = 400(pi)m2
I =...
So if the 3.25cm^2 area is only part of the sphere at 2.5m, how can I go about using that to find the area at 10m? Like unless I'm supposed to just times it by four or something I don't know.
Homework Statement
A tiny vibrating source sends waves uniformly in all directions. An area of 3.25 cm2 on a sphere of radius 2.50 m centered on the source receives energy at a rate of 4.20 J/s.
(a) What is the intensity of the waves at 2.50 m from the source?
(b) What is the intensity of...
(25cm)(gravity)(density of Hg) + d(gravity)(water density) + h(gravity)(water density) =
d(gravity)(water density) + (25cm)(gravity)(density of Hg)?
Wouldn't that just cancel out?
Just looking at it makes me think that I should use
(25cm)(gravity)(density of water) + d(gravity)(water...
Homework Statement
If the intensity level at distance d of one trombone is 70 dB, what is the intensity level of 76 identical trombones, all at distance d?
Homework Equations
β = (10 dB) log10(I/I0)
I0= 1.0 x 10-12 W/m2
I = power/area
The Attempt at a Solution
70db = 10db log10(I/I0)...
So (25cm)(gravity)(density of Hg) + d(gravity)(water density) + h(gravity)(water density) = pressure at water-Hg interface in the left tube = pressure at equal point in right tube?