'Ii find' presentation slideshows

Question 1

Question 1. How do you find the equation of a perpendicular bisector of a straight line ?. M. (a,b). Answer to Question 1. (i) find the midpoint of the line (ii) find the gradient of the line (iii) find the gradient perpendicular to the given line

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Question 1

Question 1. How do you find the equation of a perpendicular bisector of a straight line ?. M. (a,b). Answer to Question 1. (i) find the midpoint of the line (ii) find the gradient of the line (iii) find the gradient perpendicular to the given line

801 views • 80 slides

The curve y = 3 x 2 ? 5 x ? 11 is shown in the diagram.

1. The curve y = 3 x 2 ? 5 x ? 11 is shown in the diagram. Find. ( i ). 1. The curve y = 3 x 2 ? 5 x ? 11 is shown in the diagram. Hence, find the slope of the tangent to the curve at the point where x = 2. (ii). Therefore, the slope of the tangent = 7. 2.

514 views • 51 slides

Unit 2 revision Q 1

Unit 2 revision Q 1. How do you find the root of an equation between two given values to 1 dp ?. Answer to Unit 2 revision Q 1. iteration. Unit 2 revision Q 2. How do you find where a curve crosses the x-axis ?. Answer to Unit 2 revision Q 2. Let y = 0 or f(x) = 0 and solve for x.

617 views • 40 slides

Unit 2 revision Q 1

Unit 2 revision Q 1. How do you find the root of an equation between two given values to 1 dp ?. Answer to Unit 2 revision Q 1. iteration. Unit 2 revision Q 2. How do you find where a curve crosses the x-axis ?. Answer to Unit 2 revision Q 2. Let y = 0 or f(x) = 0 and solve for x.

410 views • 40 slides

Representing Relations Using Matrices

Representing Relations Using Matrices. Example: How can we represent the relation R = {(2, 1), (3, 1), (3, 2)} as a zero-one matrix? Solution: The matrix M R is given by. Representing Relations Using Matrices. Example: Let the relations R and S be represented by the matrices.

949 views • 28 slides

Answer to Unit 1 revision Q 1

Answer to Unit 1 revision Q 1. A line which cuts the given line in half at 90 o. A. C. B. M. Answer to Unit 1 revision Q 2. (i) find the mid point of BC. Call it M (ii) find the gradient of AM (iii) use y-b = m(x-a). Answer to Unit 1 revision Q 4. Simultaneous equations.

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??? ??????

??? ??????. M ??????????????????????????????. Matlab ??????. ?? / ??? ???? ???? ???????? ????????? ?? ???? ???????. ?? / ???. ????. ??????? switch ex case test1 (cmd1) case test2 (cmd2) end. if ii>100 a = 1; else a = 0; end. ????. for ii=1:100

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Topic 7.4.2

Drawing Graphs of Quadratic Functions. Topic 7.4.2. Topic 7.4.2. Drawing Graphs of Quadratic Functions. California Standards: 21.0 Students graph quadratic functions and know that their roots are the x -intercepts.

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DISCRETE RANDOM VARIABLES Section 2 Choose from the following:

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Chapter 7

Chapter 7. Polynomial and Rational Functions with Applications Section 7.2. Section 7.2 Rational Functions and Their Graphs. Definition of a Rational Function Identifying Graphs of Rational Functions Asymptotes and Holes of Rational Functions.

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EDTL 638 Final Project

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