Gradient Diagrams Geometry The diagram shows a straight line with the vert/horiz. distances marked on it. Straight line horizontal vertical In each of.

Slides:

Advertisements

Similar presentations

Starter Questions Factorise 5x + 10.

Advertisements

Straight Line Equation.

90148 Graphs Question 1 Use the grids to draw the graphs of:

Angles of Elevation and Angles of Depression

Problem of the Day Problem of the Day next Geometry - Connect the Dots

Gradient and Intercept. Intercept When the number in front of the x is the SAME all the lines are PARALLEL. The lines cross the y-axis (vertical axis)

Straight Line Graphs Objective Understand that all straight line graphs can be represented in the form y=mx+c, and be able to state the equation of given.

Co-ordinate Geometry Learning Outcome: Calculate the distance between 2 points. Calculate the midpoint of a line segment.

8-4 Angles of Elevation and Depression Objective: To use angles of elevation and depression to solve problems Essential Understanding : You can use the.

Term 3 : Unit 2 Coordinate Geometry

The slope of a line. We define run to be the distance we move to the right and rise to be the corresponding distance that the line rises (or falls). The.

Maths revision course by Miriam Hanks

Part 2 Graphs of Motion. Part 2 Graphs of Motion.

Prakash Adhikari Islington College, Kathmandu 1. Pure Mathematics (P1) Topic: Co-ordinate Geometry 2.

© T Madas. P a r a l l e l l i n e s n e v e r m e e t What are parallel lines? Parallel lines stay the same distance apart.

What is a line? How do you label points on a line? How do you graph lines?

GEOMETRY: Chapter Solve Right Triangles.

Algebra – Linear Functions By the end of this lesson you will be able to identify and calculate the following: 1. Find 1. Find the gradient of a line from.

Coordinate Geometry Monroe HS Math Department Monroe HS Math Department.

COORDINATE GEOMETRY Summary. Distance between two points. In general, x1x1 x2x2 y1y1 y2y2 A(x 1,y 1 ) B(x 2,y 2 ) Length = x 2 – x 1 Length = y 2 – y.

Vertical and Horizontal Shifts of Graphs.  Identify the basic function with a graph as below:

RATE OF CHANGE AND DIRECT VARIATION

Advanced Geometry Conic Sections Lesson 3

Finding the distance between two points. (-4,4) (4,-6)

GROUP 9 SIM KAY SHU NOOR HASLIZA BINTI HAMID ROSNAH BINTI ALI SELEBY SUPPIAH FAUZIKARIMULLAH BIN AHMAD MAZLINA BINTI IBRAHIM SALINA BINTI ISMAIL YUSPALIZA.

Gradients & y-intercept

The gradient of a line The gradient of a line is a specific term for the steepness of a straight line. We all have an in-built sense of steepness and can.

Coordinate Geometry. Definition  Coordinate grid – a used to locate a point by its distances from 2 intersecting straight lines

Bearings Port to ship and ship to port In each diagram follow the steps below Use your protractor to measure the bearing of the ship from the port. Use.

© T Madas. Mark in the following diagram: A set of parallel lines A right angle An acute angle An obtuse angle A reflex angle.

Objective To use angles of elevation and depression to solve problems.

Objective Be able to use angle facts to solve problems in geometry.

Every Angle MAKING LINKS: REASONING WITH LINES AND ANGLES.

9/11/15 CC Geometry UNIT: Tools of Geometry LESSON: 1.1b – Linear Measure and Distance MAIN IDEA: Students will be able to use information to determine.

Chapter 10 – Topics in Analytic Geometry. Section 10.1 – Lines.

Solve for Unknown Angles- Angles and Lines at a Point

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.

Chapter 7 Coordinate Geometry 7.1 Midpoint of the Line Joining Two Points 7.2 Areas of Triangles and Quadrilaterals 7.3 Parallel and Non-Parallel Lines.

Midpoint and Distance in the Coordinate Plane

The Vector Cross Product

Co-ordinate Geometry Learning Outcome:

d = 180°-120°= 60° (∠s on a straight line) = 130° f = 180°-130° = 50°

Linear Geometry.

Remember graphs are read from left to right like a book

Straight Line Equation.

6.2 Bisectors of triangles

Geometry Unit 5 Congruent Figures.

MODULE - 9 QUADRILATERALS

The gradient of a line The gradient of a line is a specific term for the steepness of a straight line. We all have an in-built sense of steepness and can.

Further Mathematics Support Programme

Coordinate Geometry.

Calculating gradients

Angle Facts Define: Perpendicular Lines

This diagram helps explains why angles at a point add to 360o.

Rate of Change and Slope

University of Warith AL-Anbiya’a

Straight Line Equation.

SPREADSHEETS Who can provide a definition for a “spreadsheet?” Answer

Coordinate Shirley Sides

GRADIENTS AND STRAIGHT LINE GRAPHS

15 – Transformations of Functions Calculator Required

Straight Line Equation.

Area of a triangle Sunday, 16 June 2019.

Area of a triangle Sunday, 21 July 2019.

Practice Geometry Practice

Transversal: A line that intersects two coplanar lines

concurrency that we will be discussing today.

Presentation transcript:

Gradient Diagrams Geometry

The diagram shows a straight line with the vert/horiz. distances marked on it. Straight line horizontal vertical In each of the diagrams below, calculate the gradient of the straight line shown. The definition of the gradient of a straight line is given by 2 6 m =

In each of the diagrams below, calculate the gradient of the straight line shown. 8 2 m = m =

In each example make a small triangle like that shown in example 1, work out the vertical and the horizontal distances and calculate the gradient of the line using (0,1) (5,5)   x y (0,-1) (6,1)  y  x (1,0) (3,7)   y x (-3,0) (7,3)   y x (0,-4) (4,0)   y x (3,-4) (5,10)   y

x (0,5) (4,0)   y In each example make a small triangle like that shown in example 1, work out the vertical and the horizontal distances and calculate the gradient of the line using x (0,3) (6,0)   y (-1,2) (6,-2)   x y x (0,-1) (5,-2)   y x (5,0) (0,5)   y x (4,-3) (2,9)   y