Determine the radius of the sphere

Reference no: EM13324778

The electric potential outside a charged conducting shpere is 200V, and 10.0 cm farther from the center of the sphere the potential is 150V. Determine

(a) the radius of the sphere and

(b) the charge on it. The electric potential immedeiately outside another charged conductining sphere is 210V, and 10.0 cm farther from the center the magnitude of the eletric field is 400V/m. Determine

(d) its charge on it.

(e) Are the answers to parts (c) and (d) unique?

Reference no: EM13324778

Questions Cloud

What is the horizontal location of the plane : A pilot releases a package from a plane flying horizontally at a constant speed. When the package reaches the ground below, what is the horizontal location of the plane

Explain what is the energy of exactly one photon : A certain shade of blue has a frequency of 7.12 × 1014 Hz. What is the energy of exactly one photon of this light

What is the charge on the cavity wall : An isolated conductor of arbitrary shape has a net charge of +9.0 10-6 C. Inside the conductor is a cavity within which is a point charge q = +3.4 10-6 C. What is the charge on the cavity wall

Evaluate the minimum number of photons of green light : The human eye is able to detect as little as 2.35 × 10-18 J of green light of wavelength 510 nm. Calculate the minimum number of photons of green light that can be detected by the human eye. Physical constants can be found here.

Determine the radius of the sphere : The electric potential outside a charged conducting shpere is 200V, and 10.0 cm farther from the center of the sphere the potential is 150V. Determine the radius of the sphere

Produce the xsl file needed to associate : In this exercise, produce the XSL file needed to associate with the attached XML file to display the XML data in a format similar to the data shown in an unrelated invoice in attachment photo (see sample_invoice.jpg in attachment).

Explain what is the energy of the electron in level n=6 : The energy of the electron in the lowest level of the hydrogen atom (n=1) is -2.179×10-18 J. What is the energy of the electron in level n=6

Find the max height assuming the ball was thrown from street : A baseball is seen to pass upward by a window 28m above the street with a vertical speed of 13 m/s. find the max height assuming the ball was thrown from the street

Explain what is the specific rotation of the pure r isomer : Consider a solution that contains 81.0% R isomer and 19.0% S isomer. If the observed specific rotation of the mixture is -64.0°, what is the specific rotation of the pure R isomer

User Account

All Pages