1. n = Q/e = (10-12 C)/(1.6×10-19 C) = 6.25×106
2. Coins end up with positive charge. Both will have same charge. Charge on each is given by
Q = n e = (2×1010) ×(1.6×10-19 C) = 3.2×10-9 C
1) How many excess electrons are required for an object to carry a charge of 1pC...
3. How many excess (or deficiency) electrons make up the final charge on each object? Answer:______electrons
A 2.5 gram penny is given a charge of -4.0 *10^-9 c. How many excess electrons are on the penny?
A 25-g copper penny is given a charge of-4.0 penny? 10-9 C. How many excess electrons are on the x 9.426 x 1010 electrons 4.296 x 1010 clectrons 2. 496 x 1010 electrons 1.946 x 1010 electrons Question 2 (12.5 points) atomic nucleus are typically 10-15 m apart. What is the electric force of repulsion between Protons in a nuclear protons? 320.7 N 430.7 N 230.7 N 130.7 N
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An object has a charge of -1 x electrons .5 μC. How many electrons must be removed so that the charge becomes +2.2pC? Enter a number.
1) (2 points) An object has a charge of −10.0 ?C. How many electrons must be removed so that the charge becomes −9.9 ?C? Use ? = 1.60 × 10−19 C as the fundamental unit of electric charge
How many excess protons are in a positively charged object with a charge of +363 mC (millicoulombs)? The charge of 1 proton is +1.6×10−19C. Express your answer using two significant figures.
An object carries a charge of-6.7 μC, while another carries a charge of-2.0 μC. How many electrons must be transferred from the first to the second object so that both objects have the same charge? Number of electrons Number Units
A dust particle has an excess charge of 3.0× 10 6 electrons and a mass of 9.0× 10 −8 g . It is initially held at d=1.0× 10 −3 m directly above a fixed object of the same size that is charged with the same number of electrons. Both objects are in an evacuated container. Determine the maximum height of the dust particle after its release measured from its initial position. What quantities can be determined using the given data?...