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- Three distribution of charges are present in free space with: iC/m lies along z-axis. 5 Cm A uniform line charge of pL = 3 A concentric circular cylinder of radius 2 m has es A concentric circular cylinder of radius 4An object of mass 5 × 10-6 g is placed over a thin positively charged sheet of surface density of charge σ = 4.0 × 10-6C/m2 (figure shown below). Estimate the charge that should be given to this object so that upon release it will not fall down. Calculate the number of electrons that is to be removed to give this charge. How much mass loss is caused by this removal of electrons?a) How many electrons are needed to form a charge of -2.00nc (b) How many electrons must be removed from a neutral object to leave a net charge of -0.500c ?(2-10) A charge q1 = -5 µC is located at (x,y)=(0,3) m. Another charge of q2 = +4 µC is located at (4.5,3) m. O (0,0)Below is a uniform line of charge, with a charge value of Q. The line of charge has a length of d and is a distance of x away from Point P (to the right). P x axis (m) d Q = (-2.250x10^-9) C d = (3.400x10^0) m x= (5.00x10^-1) m у аxis (m)Three distribution of charges are present in free space with: A uniform line charge of P₁ = 3 HC/m lies along z-axis. A concentric circular cylinder of radius 2 m has p₁ = 5 HC/m A concentric circular cylinder of radius 4 ≤r ≤ 5 has pv Find D at a) r=1 b) r=3_c) r=6 = 3 HC/mTwo equally charged balls are 3 cm apart in air and repel each other with a force of 40 μN (1 μ = 1x10-6). Compute the charge on each ball.Three distribution of charges are present in free: space with: A uniform line charge of p₁ = 3 μC/m lies along z-axis. MC/m 3 μC / m 3 A concentric circular cylinder of radius 2 m has p, = 5 A concentric circular cylinder of radius 4 ≤r ≤ 5 has pv Find D at a) r=1 b) r-3 c) r=6 (a) 0.0477*10^-6 C/m^2, (b) 3.05*10^-6 C/m^2, (c) 0.0022*10^-6 O C/m^2 (a) 4.77*10^-6 C/m^2, (b) 3.5*10^-6 O C/m^2, (c) 0.22*10^-6 C/m^2 (a) 0.477*10^-6 C/m^2, (b) 3.5*10^-6 C/m^2, (c) 0.022*10^-6 C/m^2 (a) 0.477*10^-5 C/m^2, (b) 3.5*10^-6 C/m^2, (c) 0.022*10^-5 O C/m^2The magnitude of the charge on X is Q and that on Y is q. The distance between Y is 0.600 m. The distance between P and Y is 0.820 m the electric field is zero. Determine, to one significant figure, the ratio Q/q.Given water's mass of 18g/mole and the value of the fundamental charge (charge magnitude of the electron and proton), use the largest charge density from the article [+0.1988 Q/M (nC/g)] to determine what fraction of water molecules became ionized (charged) due to triboelectric effects when it flows through the material that causes the largest charge transfer. Give your answer in e/molecule, or electrons transferred per molecule of water. For instance, a value of 0.2 means only one in five molecules of water loses an electron, or that 0.2=20% of water molecules become charged. By the way, the answer is nowhere near that large!3 1 00 H X). Shown in the figure are two arcs of charge centered at the origin. The inner arc has a radius of curvature of 0.2 meters and a linear charge density of -50 C/m. The outer arc has a radius of curvature of 0.6 meters and a linear charge density of 80 μC/m. With theta given as 30 degrees, calculate the work it would take to bring a 60 μC point charge from infinity to the origin. Enter your answer in units of joules rounding your final answer to two decimal places. If the work is negative, a negative value must be entered. OLDE OAA point charge of 12 nC is located at the origin. four uniform line charges are located in the x = 0 plane as follows: 80 nC/m at y = −1 and −5 m, −50 nC/m at y = −2 and −4 m. Find D at P(0,−3, 2), D = ____ax + ____ay + ___az pC/m^2. Use one decimal place. (Note: in picocoulomb, pC)SEE MORE QUESTIONS