Particle A is a neutral atom. When exposed to water, it oxidizes, and forms charged ions. The neutral atom loses 3 electrons when it underwent oxidation. State whether particle A is positively or negatively charged after oxidation. Calculate the overall charge on particle A after oxidation. After oxidation, particle A is placed at the origin on an x-axis. Particle B is an ion with and excess of 5 electrons compared to protons. Particle B is placed 5.7 x10* m to the right of the origin. Calculate the overall charge on particle B, and the magnitude of the potential energy between charges A and B. Particle C is a positive 4.98 x1019 C point charge. Particle C is placed 7.6 x10* m to the left of the origin. Calculate: the electrostatic force (magnitude and direction) on particle A due to particle B only, the electrostatic force (magnitude and direction) on particle A due to particle C only, the total electrostatic force (magnitude and direction) on particle A due to particles B and C, and the total electric potential due to particles A, B and C, 9.0 ×10* m to the right of the origin.

Particle A is a neutral atom. When exposed to water, it oxidizes, and forms charged ions. The neutral atom loses 3 electrons when it underwent oxidation. State whether particle A is positively or negatively charged after oxidation. Calculate the overall charge on particle A after oxidation. After oxidation, particle A is placed at the origin on an x-axis. Particle B is an ion with and excess of 5 electrons compared to protons. Particle B is placed 5.7 x10* m to the right of the origin. Calculate the overall charge on particle B, and the magnitude of the potential energy between charges A and B. Particle C is a positive 4.98 x1019 C point charge. Particle C is placed 7.6 x10* m to the left of the origin. Calculate: the electrostatic force (magnitude and direction) on particle A due to particle B only, the electrostatic force (magnitude and direction) on particle A due to particle C only, the total electrostatic force (magnitude and direction) on particle A due to particles B and C, and the total electric potential due to particles A, B and C, 9.0 ×10* m to the right of the origin.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

ege.com/course.html?courseld%=16202200&OpenVellumHMAC=a34faccb64fc064a9ce89812d0e27d84#10001 PH114 Fall 2020 Godang Course Home <9 Problem 11.54 A 0.019 kg record with a radius of 11 cm rotates with an angular speed of 33 3 rpm. Part A Find the angular momentum of the record. Express your answer using two significant figures. Hνα ΑΣφ L = kg · m² /s Submit Previous Answers Request Answer X Incorrect; Try Again; One attempt remaining Provide Feedback MacBook Air 80 DII DD F3 F4 F5 F6 F7 F8 F9 23 %24 & * 4. 7 8 < CO 5
Metal spheres A and B are identical except that sphere A has a charge of -2.0 nCnC while sphere B has a charge of +4.0 nCnC. Part A If the spheres are brought into contact, do electrons move from A to B or from B to A? Electrons move from A to B Electrons move from B to A
1) Consider three charged point particles distributed along the x-axis as follows: Q1=+32 µC at x = 0, Q2=+20 uC at x = 0.4m, and Q3=-60 µC at x = 0.6m, Determine the value of the Coulomb force on Q1: k=9x10^9 S.I* O 84 N O 12 N O 36 N O 50 N O 48 N
A particle of charge q is fixed at point P, and a second particle of mass m and the same charge q is initially held a distance ri from P. The second particle is then released. Determine its = 0.90 mm, and r2 = 2.5 mm. 2. speed when it is a distance r2 from P. Let q = 3.1 µC, m 20 mg, ri
can you please ans (k) & ( l)?
ed An isolated water molecule is modeled as two point charges ±0.700e separated by 0.0580 nm. Its rotational inertia is 2.93 × 10-47 kg-m² about the axis shown in the figure below. The molecule is in a uniform electric field of magnitude 783 N/C. What is the maximum possible torque on the molecule due to the electric field? Axis of rolation F 5.09E-27 ± 3% N-m Explanation The expression for the torque on a dipole in an electric field is 7 = qEd sin e.
DA thin aluminium plate has a mass of 50 g. Determine the total charge of all the electrons in the aluminium used to make the plate. (Atomic no. of Al =13 and Mass no. of Al = 27 g).
Most workers in nanotechnology are actively monitored for excess static charge buildup. The human body acts like an insulator as one walks across a carpet, collecting -50 nC per step. What charge buildup will a worker in a manufacturing plant accumulate if she walks 31 steps? charge buildup from 31 steps: How many electrons are present in that amount of charge? electrons present: nC maximum number of steps: electrons If a delicate manufacturing process can be damaged by an electrical discharge greater than 1012 electrons, what is the maximum number of complete steps that any worker should be allowed to take before touching the components? steps
Two charges Q=29µC and Q2=-.56µC are placed on a semi-circle with a radius R=11mm as shown in the figure below. How much work must be done to bring a third charge Q3=6µC from infinity to point P. Express your answer in units of Joules using zero decimal places. Take Coulomb constant as k=9.0x109 N.m2/c2. Please do not forget the minus sign if your answer is negative. Q2 Q1 R P
A 5 g dust particle has a charge of 7 ?C and is suspended between two oppositely charged parallel plates as shown below. The distance between the particle & the edges of the plates is much greater than the distance between the plates. Each plate has the same constant uniform charge density. (note: Top plate is negative and bottom is positive) Find the voltage between the plates. V=
Two balloons have equal and opposite charges. Balloon one has N = 1010 excess electrons. The balloons are separated by d = 2.8 m and each electron has a negative charge of e = 1.602 × 10-19 C. b. What is the magnitude of the force (in N) of balloon one on balloon two using the variables provided and the Coulomb constant k (k = 8.988 × 109 N m2/C2).
Two small balls with a mass of 2 g each are hanging on two separate strings 0.25 m (25 cm) long attached to a common point. They are given an identical negative charge and spread apart to a distance 3 cm from each other. Determine the charge on each ball by finding the forces in equilibrium and using Coulomb's law. How many electrons are there on each ball? What will happen in an identical situation if the mass of the balls is cut in half? What would happen if the charge on each ball is doubled?