In the figure two tiny conducting balls of identical mass m and identical charge q hang from nonconducting threads of length L. Assume that e is so small that tan e can be replaced by its approximate equal, sin 0. If L = 110 cm, m = 14 g, and x = 5.2 cm, what is the magnitude of q? L. L.
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- Red blood cells can often be charged. Consider two red blood cells with the following charges: -17.6 pc and +49.8 pC. The red blood cells are 3.31 cm apart. (1 pC = 1 × 10-12 C.) ..(a)..What.is.the magnitude of the force on each red blood cell? Enter a number. alculate the force of a charged particle on another charged particle? N Are the red blood cells attracted or repulsed by each other? attracted repulsed (b) The red blood cells come into contact with each other and then are separated by 3.31 cm. What magnitude of force does each of the red blood cells now experience? What is the net charge of the system? Assuming the cells are identical, how much charge will each have after contact? N Are the red blood cells attracted or repulsed by each other? attracted repulsedA particle with a charge of -60.0 nC is placed at the center of a nonconducting spherical shell of inner radius 20.0 cm and outer radius 23.0 cm. The spherical shell carries charge with a uniform density of -3.31 µC/m3. A proton moves in a circular orbit just outside the spherical shell. Calculate the speed of the proton. 6.644e4 Your response is off by a multiple of ten. m/sA conducting massive sphere of radius a is surrounded by a thin conducting spherical shell of radius b as shown in the figure. The sphere (a) is grounded and the outer shell is charged with electric charge Q b a Find the electrostatic energy stored in the system (in SI units). Select one: Q² a. U ○ b. U = ○ C. U = ○ d. U = ○ e. U = ○ f. 8πEO U = Q2 8πε Q2 8πεο Q² όπερα Q² σπερ b- a ab b a +a a3 a Q² b-a 8πTEO b2 ×
- Two identical balls of 29.5 g are suspended from threads of length 1.1 m and carry equal charges as shown in the figure. Each ball is 1.5 cm from the centerline.a) Assume that the angle Θ is so small that its tangent can be replaced by its sine. This is called the small angle approximation and means that for small angles sin(Θ)=tan(Θ). Find the magnitude of charge on one of the balls. b) Now, assume the two balls are losing charge to the air very slowly. That means they'll be slowly approaching each other. If a ball is moving at an instantaneous speed of 2.50E−05 m/s, at what rate is the ball losing charge? Start by writing the speed of the ball and the rate of change of the charge as symbolic derivatives, and then relate those derivatives. Give your answer in Coulombs per second (C/s). Note that because the balls are losing charge so slowly, we can still use our results from the previous part, as the system is almost in equilibrium. Give your answer as a magnitude.A point charge, q = -5.0 nC, and m = 2.0 x 10-18 kg, is shot vertically upward with an initial speed of 3.0 x 105 m/s from a thin, infinite, planar sheet of uniform charge with surface charge density of σ = +4.0 . To what vertical elevation will q rise above the sheet of charge? Neglect gravity. a. 6.0 cm b. 8.0 cm c. 5.0 cm d. 4.0 cm e. 7.0 cmIn the figure two tiny conducting balls of identical mass m and identical charge q hang from nonconducting threads of length L. Assume that is so small that tan 0 can be replaced by its approximate equal, sin 8. If L = 140 cm, m = 10 g, and x = 6.0 cm, what is the magnitude of q? L ᏀᎾ Ꮎ Number i L 9 0.0000009165 Units nC
- In the figure two tiny conducting balls of identical mass m and identical charge q hang from nonconducting threads of length L. Assume that 0 is so small that tan 0 can be replaced by its approximate equal, sin 0. If L = 37.40 in, m = 8.90 g, and x = 6.50 cm, what is the magnitude of q? 1. (a) 35.5 nC (b) 36.5 nC (c) 37.5 nC (d) 38.5 nC (e) None of the aboveTwo charged balls are hanging by threads as shown below: 5.0⁰ Each ball has a mass of 3.90 grams and a charge Q nC, and the length of each thread is 58.6 cm. For what value of Q will the masses be held in place? Assume units of nC = 10-⁹℃ for the charge and assume 3 significant digits.Two point charges are placed on the x-axis as follows: Charge q1=+4.00nC is located 0.20m,and charge q2=+5.00nC is at x=-0.30m. a.Draw a sketch of te setting discussed in the question above. Make sure to label all points discussed. b. What are the magnitude and direction of the total force exerted by these two charges on a negative point charge q3=-6.00nC that is placed at the origin?
- You have infinitely wide grounded conducting plates that have a finite thickness as shown in the figure. 바 ut H₁ Z q origin X tH tH = We want to find the voltage V(r) in the space between the conductors. A friend proposes to use the method of images. Their idea is to put i) a negative charge -q a distance d above the bottom surface of the top plate (at z 3d) and ii) put a negative charge -q at a distance d below the top surface of the bottom plate (at z = -d). Is the potential of the image charge distribution proposed a valid solution for the original problem? Briefly justify your answer.A particle of mass 7.25 x 10-9 kg is moving 14.5 m/s in a field of 0.0393 T. It moves in a circle of radius 0.100 m. What is the charge of the particle? [?]x10?CA wire has a linear charge density (x) = 2.35x, where x is in meters (m) and is in C/m. If the length of the wire is 3.7 m, the total charge on the wire is O 16 C. 11 C. O 8.0 C. 1.2 C.