A uniform line charge of linear charge density = 2.6 nC/m extends from x = 0 to x = 5 m. (a) What is the total charge? nC (b) Find the electric field on the x axis at x = 6 m. N/C (c) Find the electric field on the x axis at x = 8 m. N/C (d) Find the electric field on the x axis at x = 250 m. N/C (e) Find the field at x = 250 m, using the approximation that the charge is a point charge at the origin. N/C Compare your result with that for the exact calculation in part (d). (field for the point charge divided by the field for the line charge)
A uniform line charge of linear charge density = 2.6 nC/m extends from x = 0...
A uniform line charge that has a linear charge density λ = 4.1 nC/m is on the x axis between x = 0 to x-5.0 m (a) what is its total charge? (b) Find the electric field on the x axis at x = 6 m 1 23e 10 × N/C ci the electric field on the x axis at x 8.0 m N/C (d) Find the electric field on the x axis at x 300 m N/C (e)Estimate the...
A uniform line charge extends from x = - 2.3 cm to x = + 2.3 cm and has a linear charge density of = 5.8 nC/m. (a) Find the total charge. nC * Find the electric field on the y axis at the following distances. (b) y = 4 cm N/C (c) y = 12 cm N/C (d) y = 4.5 m N/C (e) Find the field at y = 4.5 m, assuming the charge to be a point...
A line of charge with uniform density of 32.0 nC/m lies along the line y = -15.0 cm, between the points with coordinates x = 0 and x = 48.0 cm. Find the electric field it creates at the origin. Magnitude N/C Direction ° (counterclockwise from the +x axis)
A non-uniform line charge extends from -5 cm to +5 cm on the x-axis. The linear density is given by lambda (x) = 0.0001 x^3 (in units of C/m). What is the net charge Q_net on the rod (express your answer in mu C)? What is the electric field evaluated at the origin E_0 (both magnitude and direction)? Now let lambda (x) = -16*7 x^6 (C/m) and re-evaluate the net charge Q_net and the electric field at the origin E_0.
A linear charge of uniform density equal to 8.0 nC/m is distributed along the x axis from x = –2.0 m to x = 3.0 m. What is the magnitude of the electric field at the point x = 6.0 m on the x axis?
Consider an infinite uniform line charge density of 3 nC/m located on the X axis in fre spaee Calculate the electric field vector E of at the point P (2. 3,4) 2. (2 Marks) Calculate the electric field vector E of a uniform surface charge density of -5 nC/m2 at z-2 at the point P (1, 2, 0) in free space. (2 Marks) 3.
A uniform line charge extends from x = - 2.7 cm to x = + 2.7 cm and has a linear charge density of = 5.5 nC/m.(a) Find the total charge..297 nCFind the electric field on the y axis at the following distances.(b) y = 4 cm(c) y = 12 cm(d) y = 4.5 m(e) Find the field at y = 4.5 m, assuming the charge to be a point charge.
A line of uniform charge extends from x = 4.0m to x = 5.0m, and has a linear charge density of 3.0×10^-6 C/m. What is the magnitude and direction of the resulting electric field at x = 0m?
2. A line of charge with uniform density of 38.0 nC/m lies along the line y 12.0 cm between the points x 5.0 cm and 40.0 cm. Calculate the electric field (both the magnitude and direction) at the origin due to this charge distribution. (2436 N/C, 137.9°)
An infinite line charge of uniform linear charge density = -1.7 uC/m lies parallel to the y axis at x = 0 m. A point charge of 4.1u C is located at x = 2.0 m, y = 3.0 m. Find the x component of the electric field at x = 3.0 m, y = 2.5 m