Difference between revisions of "Slope of a line"

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==Useful websites==
 
==Useful websites==
  
[http://www.virtualnerd.com/algebra-1/linear-equation-analysis/slope-rate-of-change/understanding-slope/negative-slope-definition For more video lessons on Slope click]
+
[http://www.virtualnerd.com/algebra-1/linear-equation-analysis/slope-rate-of-change/understanding-slope/negative-slope-definition For more video lessons on Slope click]<br>
 +
[http://projects.cbe.ab.ca/Aberhart/jkotow/interactives/interactives.htm For playing with Geogebra applets online click]
  
 
==Reference Books==
 
==Reference Books==

Revision as of 11:00, 14 August 2014

The Story of Mathematics

Philosophy of Mathematics

Teaching of Mathematics

Curriculum and Syllabus

Topics in School Mathematics

Textbooks

Question Bank

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Concept Map

Textbook

Please click here for Karnataka and other text books.


Additional Information

Useful websites

For more video lessons on Slope click
For playing with Geogebra applets online click

Reference Books

Teaching Outlines

understanding what is a Slope

Learning objectives

  1. Slope is measure of the steepness of a line.
  2. Students will understands that slope increases with the steepness.
  3. Students will recognize and make a connection between the magnitude of the slope and the steepness of a line.
  4. Students will understands that Slope is a number (magnitude).
  5. Students understands that Slope is the orientation or inclination of a line with the X-axis.
  6. Students should also be able to draw a line with a specific slope.

Notes for teachers

Slope is a number which represents the steepness of a line Students can relate the slope of line to the tangent of the angle of elevation.

Activities

  1. Activity No #1 understanding what is Slope of a line

Positive and Negetive Slope

Learning objectives

  1. Students should also be able to visualise a line with positive and negetive Slope
  2. Students should also be able to differentiate a line with positive and negetive Slope

Notes for teachers

If the change in Y with the value of X decreases corresponding line will have Negetive Slope If the change in Y with the value of X increases corresponding line will have Positive Slope

Activities

  1. Activity No 1Positive and negetive slope

Slopes of Parallel and perpendicular lines

  1. Activity1 Slope of parallel and perpendicular lines

Hints for difficult problems

Project Ideas

Math Fun