A positive point charge Q1 = +Q is located at position (0,D) and a negative point charge Q2 = -2Q is located at position (L,D). What is the electric field.

Slides:



Advertisements
Similar presentations
Two questions: (1) How to find the force, F on the electric charge, Q excreted by the field E and/or B? (2) How fields E and/or B can be created?
Advertisements

Example: Two point charges are separated by a distance of 20 cm. The two charges q 1 and q 2 have magnitudes of 5  C and 12  C, respectively. a)What.
A rod is bent into an eighth of a circle of radius a, as shown. The rod carries a total positive charge +Q uniformly distributed over its length. What.
Factoring Quadratic Expressions ax 2 + bx + c. 2x2x 3x3x +3 – 4 Setting the Stage Do you remember how to multiply these together? (Referred to as FOIL.
Electric Forces Coulomb’s Law Group Problems 1.What is the force (magnitude and direction) on a -10  C charge located at x = 4 m from a 5  C charge.
Chapter 21 Electric Charge and Electric Field HW #4: Chapter 21: Pb.21,Pb. 38, Pb. 40, Pb. 52, Pb. 59, Pb.80 Due Friday, Feb 20.
Solve the following equations for x. 5x = 45 4x + 5 = 13
A quadratic equation is a second degree polynomial, usually written in general form: The a, b, and c terms are called the coefficients of the equation,
Properties of Exponents I Exponential Notation Negative Exponents.
Vectors and Vector Multiplication. Vector quantities are those that have magnitude and direction, such as: Displacement,  x or Velocity, Acceleration,
Type your question here. Type Answer Type your question here. Type Answer.
9.4 Multiplying & Dividing Rational Expressions. Simplifying Rational Expressions If the top and bottom have a common term, they can cancel out.
Step 1: Place x 2 term and constant into the box 2x 2 2 PROBLEM: 2x 2 + 5x + 2.
The Values of the Algebra Tiles The Constant X Anything red is a negative Now, Show me if you’re with me.
Advanced Algebra Notes Section 5.1: Finding Rational Zeros When we multiply two powers together that have the same base we use the_________ ____________________.
Warm Up Simplify.  3   15  (9 + 2)  7  5
X2x2 + x x 2 +3x +2 +2x x + 2 x 2 + x +2x +2 Learning how to do long multiplication with number and algebra.
The definition of the product of two vectors is: 1 This is called the dot product. Notice the answer is just a number NOT a vector.
Change to scientific notation: A. B. C. 289,800, x x x
Mathsercise-C Expressions 1 Ready? Here we go!. Expressions 1 Simplify the expression…… 1 4p Question 2 Answer + 9q+ 5p– 3q 9p + 6q.
Modified Bessel Equations 홍성민. General Bessel Equation of order n: (1) The general solution of Eq.(1) Let’s consider the solutions of the 4.
Create a grid. Write one factor (in expanded notation) along the top. Multiply each expanded number in the top factor by each expanded number in the.
Simplifying Algebraic Expressions Adapted by Mrs. Garay.
Vectors and Scalars.  A scalar is a number which expresses quantity. Scalars  may or may not have units associated with them.  Examples: mass, volume,
[Electric Fields].
Capacitance Chapter 26 (Continued) 1 30.
The Quotient Rule The Quotient Rule is used to find derivatives for functions written as a fraction:
Solve for variable 3x = 6 7x = -21
Textbook: 7.4 Homework: pg. 358 – 359 #1 – 8
Unit 1: Matter & Measurement
Let’s Review -- An equation is similar to a scale. Both sides of the scale need to be equal in order for the scale to balance. Properties of equality.
Math 71B 7.2 – Rational Exponents.
Maths Unit 14 – Expand, factorise and change the subject of a formula
Multiplying and Dividing Integers
Example: a positive charge Q1 = +Q is located a distance d along the y-axis from the origin. A second positive charge Q2 = +Q is located at the origin.
How wide is our universe?
A positive point charge Q1 = +Q is located at position (0,D) and a negative point charge Q2 = -2Q is located at position (L,D). What is the electric field.
A rod is bent into an eighth of a circle of radius a, as shown
Multiplication and Division Property of Radicals
Objective - To multiply integers.
PHYS 241 Recitation Quiz Kevin Ralphs Week 2.
Three charges +Q, +Q, and –Q, are located at the corners of an equilateral triangle with sides of length a. What is the force on the charge located at.
Objective: Evaluate & Simplify expressions containing zero and integer exponents.
Combining Like Terms and Distributive Property
AIM: FACTORING POLYNOMIALS WITH A=1
Chapter 17 Electric Potential.
Work out (if you can, simplify your answer) 8 6.
Starter Multiply the following 2a x 3b 3s x 4t 4d x 6d 3a x a x b
Can you put the symbols in?
Why do we use scientific Notation?
Task Planner for Column Addition Step What to do How it should look
3.2 Multiplication Property of Equality
Objective The student will be able to:
How to subtract Step What to do How it should look (282 – 57) ✓ 1
Objective The student will be able to:
Objective The student will be able to:
Objective The student will be able to:
Be able to expand brackets and simplify the expressions that arise
Objective The student will be able to:
Notes 6 ECE 3318 Applied Electricity and Magnetism Coordinate Systems
Objective: Evaluate & Simplify expressions containing zero and integer exponents.
Day 117 – Graphing Combination of Functions
Objective The student will be able to:
Objective The student will be able to:
Task Planner for Column Addition Step What to do How it should look
Scientific Notation in Science
9.4 Multiplying & Dividing Rational Expressions
Be able to expand brackets and simplify the expressions that arise
Standard Form The standard form of any quadratic trinomial is a=3 b=-4
Maths Unit 15 – Expand, factorise and change the subject of a formula
Presentation transcript:

A positive point charge Q1 = +Q is located at position (0,D) and a negative point charge Q2 = -2Q is located at position (L,D). What is the electric field at the point (x=L, y=0)? Express your answer in unit vector notation using the symbols given above and the constants k or 0. y L Q1=+Q Q2=-2Q D D x

What is the electric field at the point (x=L, y=0)? Q1=+Q Q2=-2Q D D E2   x E1

What is the electric field at the point (x=L, y=0)? You could factor kQ out of the expression on the right hand side, but I don’t see that it simplifies anything much, so let’s put a box around our answer and call it done. L Q1=+Q Q2=-2Q D D E2   x E1

A negative point charge -q is placed at (x=L, y=0) A negative point charge -q is placed at (x=L, y=0). What is the electric force on the point charge? Express your answer in unit vector notation using the symbols above and the constants k or 0. y L Let’s be smart here… Q1=+Q Q2=-2Q D D -q x

Again, you could factor kQ out of the expression on the right hand side, or multiply both terms by –q. How about instead let’s put a box around our answer and call it done. y L Q1=+Q Q2=-2Q D D -q x