Multi-simultaneous.

Slides:

Advertisements

Similar presentations

PowerPoint D2 L8 Read and plot coordinates in the first quadrant; recognise parallel and perpendicular lines in grids.

Advertisements

Coordinate Geometry – The Circle This week the focus is on solving problems which involve circles, lines meeting circles and lines and circles intersecting.

Given Connections Solution

Intersection of Loci You will be given a few conditions and asked to find the number of points that satisfy ALL the conditions simultaneously. The solution.

Circles, Line intersections and Tangents © Christine Crisp Objective : To find intersection points with straight lines To know if a line crosses a circle.

Equation of Straight Line

10-2 Graphing Functions Learn to represent linear functions using ordered pairs and graphs.

Vocabulary: Chapter Section Topic: Simultaneous Linear Equations

S2A Chapter 4 Simultaneous Equations Chung Tai Educational Press. All rights reserved. © Simultaneous Linear Equations in Two Unknowns  (  1)

The Cartesian Coordinate System and Linear Equations in Two Variables

10C Simultaneous equations and break-even point. Solving linear simultaneous equations Each pair of points x and y which satisfy an equation of a straight.

Polygon in Annulus. You have two figures that each show a regular polygon (with a given side length) just touching two circles. What is the area of the.

An Introduction to Straight Line Graphs Drawing straight line graphs from their equations. Investigating different straight line graphs.

2.8B Graphing Absolute Value Inequalities in the Coordinate Plane 1. Find location of the absolute value “V”  a I x – h I + k 2. Determine if graph is.

Quadratic and Trig Graphs

Graphing Functions #33.

Solving Systems of Equations by Graphing

Understand the system of simultaneous linear equations. Solve the system of simultaneous linear equations involving two variables. Students and Teachers.

Graphing Linear Equations 4.2 Objective 1 – Graph a linear equation using a table or a list of values Objective 2 – Graph horizontal or vertical lines.

Identifying a Proportional Relationship A.) Proportional relationships and charts B.) Proportional relationships and graphs D.) Explaining the x and y.

Solving multi step equations. 12X + 3 = 4X X 12X + 3 = 3X X 9X + 3 = X = X =

A Geometric Progression Problem Source: Aidan Burrows (don’t know where he got it from)

Chapter Transformations Part 1. Objective: Use a translation, a reflection, and a rotation Describe the image resulting from a transformation.

Skew Lines. The two given lines given are skew (i.e. they do not meet). What is the shortest distance between them? shortest distance.

2.8A Graphing Linear Inequalities. Table for inequality Graphing Line type Shading SolidDashed Above (right if ↕) ≥ > Below (left if ↕) ≤

CH. 9 – PROPERTIES OF TRANSLATIONS ESSENTIAL QUESTION: HOW DO YOU DESCRIBE THE PROPERTIES OF TRANSLATION AND THEIR EFFECT ON THE CONGRUENCE AND THE ORIENTATION.

The Shortest Race. You have to race from one tree (call it A) to another (call it B) and touch a nearby fence (at point P, say) on the way. Where should.

Vectors in space Two vectors in space will either be parallel, intersecting or skew. Parallel lines Lines in space can be parallel with an angle between.

Digital Lesson Graphs of Equations.

LINEAR QUATIONS

To find the solution of simultaneous equations graphically: 1)

Integration Stretch Answer: k=3 for all problems!

1. Solve P = 2L + 2W for L 2. Solve A = 1/2 bh for h

Solving linear simultaneous equations

Linear Functions SOL 8.14, SOL 8.16, SOL 8.17.

Non - Graphical Solution of Simultaneous Equations

Graphing Linear Equations

Graphing Equations TeacherTwins©2014.

Example 1: Finding Solutions of Equations with Two Variables

Systems of Inequalities

Source: Loopy A Fractional Sequence Source: Loopy.

EXAMPLE 2 Find lengths in circles in a coordinate plane

Drawing straight line graphs

Rotations on the Coordinate Plane

Straight line graphs: Gradient and y-intercept (y =)

Quadratic simultaneous Equations 3

7.2 Solving Systems of Equations Algebraically

Chapter 3 Graphs and Functions.

Linear simultaneous Equations: Eliminating the variable

SIMULTANEOUS EQUATIONS 1

Rotation: all points in the original figure rotate, or turn, an identical number of degrees around a fixed point.

Coordinates y x The origin

Linear simultaneous equations: Correct solution? (step 7)

Quadratic simultaneous Equations 1

Equation of a straight line from a graph

Objective: To know the equations of simple straight lines.

Coordinates y x The origin

Negative Coordinates y x The origin

General Form of Equation of a Straight Line.

Graphical Solutions of Trigonometric Equations

G Dear ©2009 – Not to be sold/Free to use

Negative Coordinates y x The origin

Drawing Graphs The straight line Example

Linear simultaneous Equations: Make x the same (step 2*)

Unit 7: Systems of Equations

Y X Equation of Lines.

Systems of Inequalities

Objective: To know the equations of simple straight lines.

Solving Linear Systems by Graphing

Presentation transcript:

Multi-simultaneous

All of these straight lines meet at one point. What are its coordinates?

Note to teacher: The solution is: 𝒙=−𝟏 , 𝒚=𝟑

Resources Originals

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17

All of these straight lines meet at one point. What are its coordinates? All of these straight lines meet at one point. What are its coordinates? SIC_17 SIC_17