In a particular region of the earth’s atmosphere, the electric field above the Earth’s surface has been measured to be 150 N/C downward at an altitude of 280 m and 170 N/C downward at an altitude of 410 m. Neglecting the curvature of the earth, calculate the volume charge density of the atmosphere assuming it to be uniform between 280 m and 410 m. The permittivity of free space is 8.8542 × 10^−12 C2/N · m^2. Answer in units of C/m^3.
In a particular region of the earth’s atmosphere, the electric field above the Earth’s surface has...
In a particular region of Earth's atmosphere, the electric field above Earth's surface has been measured to bo 143 N/C downward at an altitude of 280 m and 16 NC downward at an altitude of 430 m. Calculate the volume charge density of the atmosphere, assuming it to be uniform between 280 and 430 m. (Hint: You may neglect the curvature of Earth. Why?) C/m3
In a particular region of Earth's atmosphere, the electric field above Earth's surface has been measured to be 150 N/C downward at an altitude of 230 m and 168 N/C downward at an altitude of 380 m. Calculate the volume charge density of the atmosphere, assuming it to be uniform between 230 and 380 m. (Hint: You may neglect the curvature of Earth. Why?) C/m eBook
In a particular reglon of Earth's atmosphere, the electric fleld above Earth's surface has been measured to be 145 N/C downward at an altitude of 260 m and 176 N/C downward at an altitude of 410 m. Calculate the volume charge density of the atmosphere, assuming it to be uniform between 260 and 410 m. (Hint: You may neglect the curvature of Earth. Why?) C/m3
At the earth’s surface there is a measurable electric field of 150 N/C that is directed down (towards the center of the earth). This implies that the solid part of the planet (from the surface to the core) has a net electric charge. Assuming that earth is a conductor, calculate (a) the sign of this charge (+ or –), (b) the surface charge density, (c) the total surface charge of the earth and (c) the number of elementary charges that...
It is found experimentally that the electric field in a certain region of Earth's atmosphere is directed vertically down. At a certain location, at an altitude of 508 m the electric field has magnitude 19.6 N/C and at an altitude of 780 m the magnitude is 76.0 N/C. Find the net amount of charge contained in a cube with horizontal faces at altitudes of 508 and 780 m. Neglect the curvature of Earth. Give answer in the form of "+/-a.bc...
In the air over a particular region at an altitude of 500 m above the ground, the electric field is 150 N/C directed downward. At 600 m above the ground, the electric field is 110 N/C downward. What is the average volume charge density in the layer of air between these two elevations?
A vertical electric field of magnitude 2.50 kN/C exists above the Earth’s surface on a day when a thunderstorm is brewing. A car with a rectangular size of approximately 6.20 m by 3.40 m is traveling along a roadway sloping downward at 12.0˚. Determine the electric flux through the bottom of the car.
I need help with questions 10 and 11 please 010 10. ints A nonuniform surface charge lies in the ya plane. At the origin, the surfe oc den- oed objects are sity is 3.5 uC/m2. present as well. Just to the right of the origin, the electric field has only an a component of magnitude 4.9 x 105 N/C. Other What is the r component of the electric field just to the left of the origin? The permittivity of free...
Chapter 23, Problem 013 is The electric fleld in a certaln region of Earth's atmosphere is directed vertically down. At an altitude of 375 m the fleld has magnitude 71.3 N/C; at an altitude of 239 m, the magnitude is 137 N/C, Find the net amount of charge contalned in a cube 136 m on edge, with altitude of 375 m horizontal faces at altitudes of 239 m and 375 m Number the toierance is t/-2% acesatbitudes of 239 m...
The electric field above the surface of the Earth is approximately 150 N/C, pointing downward toward the Earth's surface. Suppose a proton is fired straight upward from the surface of the Earth at a speed of 5.0x105 m/s. Determine how far the proton will travel before coming to a stop. 7.