Q1/ put the right answer in the space for the following question. Answer five only. 1....
Q1/ put the right answer in the space for the following question. Answer five only. 1. The force between two charges la & Qb is proportional with and inversely proportional with 2. The magnitude of the D vector (flux per unit area) equal to 3. The force is if the charges are like (same sign) and if the two charges are unlike. 4. There is one coordinate similar in cylindrical and spherical coordinate system which is 5. The angle between...
Coulomb's Law Tutorial Learning Goal: To understand how to calculate forces between charged particles, particularly the dependence on the sign of the charges and the distance between them. Coulomb's law describes the force that two charged particles exert on each other (by Newton's third law, those two forces must be equal and opposite). The force P21 exerted by particle 2 (with charge q2) on particle 1 (with charge qu)is proportional to the charge of each particle and inversely proportional to...
Question 1 (compulsory): The following set of charges is given in free space Charge σ,--40 nC/m Number and type of charge #1 , charged spherical shell of radius Ri-10 cm carrying uniform surface charge density σ #2, charged spherical shell of radius R2-5 cm carrying uniform surface charge density Ơ Location (0, 0, 0) m (position of the centre of the sphere) (0, 0, 0) m (position of the centre of the sphere σ,-160 nC/m2 The positions of the spheres'...
Problem 5 1 charge, Q2--13.00x106C, is 13.00 cm to the right of charge Q1 8.00x10-6 C. Where can a third charge be placed, along the line connecting Q1 and Q2, such that it experiences no net force other than ±o ? Give distances relative to l and use a plus sign if the third charge is to the right of and ne a ve sig r hecha e s o e 0.106 m Consider the two forces acting on Q3....
please try to solve this in less than 1 hour
Q1: Choose the correct answer with explaining. [10 Marks) 1. Which of the following is not true? 6. Find the permittivity of the surface a) A. (B. C) = scalar value when a wave incident at an angle 60 is b) A. (B x C)=scalar value reflected by the surface at 45 in air. c) AX (B.C)=scalar value a) 1.41 d) A x (B x C) = vector value b)...
To understand two different techniques for computing the torque on an object due to an applied force.Imagine an object with a pivot point p at the origin of the coordinate system shown (Figure 1). The force vector F⃗ lies in the xy plane, and this force of magnitude F acts on the object at a point in the xy plane. The vector r⃗ is the position vector relative to the pivot point p to the point where F⃗ is applied.The torque on the...
Please help me answer these two questions, they are physics II
questions
Question (part 1 of 2) hree positive point charges are arranged in a triangular pattern in a plane, as shown. 5 nC of the net electric force on the 6 nC charge. The Coulomb constant is Find the magnitude 8.98755 x 109 N. m2/c2 Answer in units ofN Question (part 2 of 2) What is the direction of this force (as an angle between -180° and 180° measured...
Question 6 (3 Points) This assignment is set up for sequential assessment. Complete each question and submit the answer before moving on to the next question. Correct answers for each question will be made available once the maximum number of attempts have been made for each submission. Electric Field - 3 Point Charges on a Triangle Case 2 You will use a new approach to solve the previous problem in which three point electric charges are on a Triangle Case...
Question 4 (3 Points) This assignment is set up for sequential assessment. Complete each question and submit the answer before moving on to the next question. Correct answers for each question will be made available once the maximum number of attempts have been made for each submission. Electric Field - 3 Point Charges on a Triangle Case 1 You will use a new approach to solve the previous problem in which three point electric charges are on a Triangle Case...
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PRECALCULUS: VECTORS Directions: Suppose that you plan to take a trip to your dream destination. You would like to know the shortest distance between your starting point and your destination. When calculating distances on a plane, you need only consider two dimensions because you are on a flat surface. However, when finding distances between two points on Earth, you must take into the account the curvature of...