SlideShare une entreprise Scribd logo
1  sur  16
Slope in the Real World By: Lyndsey Rawls
Definition of Slope Slope: slope defines the steepness, or incline of a line.  Equation: y2-y1     m=        _____                   x2-x1 Or     rise _____    run
Positive(increasing) Slope These mountains pictured in this photo can be an example of positive slope.  The mountains  get higher, the higher you go up on them. There is a point where it starts to descend, on the other side, but if you start from the bottom of a mountain, both sides increase. When your keeping place in a book of a yours with lets say a marker or pen, the cover of the book is an example of increasing slope. It starts at a lower point, and ends on a higher one. The book cover increases its slope because of the writing utensil shoved inside of  the book to keep it propped up. But it is still an increasing slope.
Positive(Increasing) Slope The right side of this rock can be yet another example of an increasing slope.  The side of the rock starts close to the bottom, and the increases upward, towards the sky. This light can be another example of increasing, positive slope.  As the other examples, it increases upward.
Positive (Increasing) Slope This crane represents another  example of positive slope. Just like all the others, it begins to ascend higher towards the sky.
Negative Slope The ramp seen in the picture to the right is an example of negative slope. The person on it is descending to the bottom (Which would mean he/she started at the top.) Isn’t that what negative slope is all about? Descending? All of these lines are descending.  This picture could be another example for negative or positive slope. You could look at it either way.
Negative Slope This broken furniture has created a negative slope. Part of it sticks in the air, and begins to slant downward,  and the rest in on the floor. Ah, see-saws. A childhood memory for all. You probably have never thought about them having slopes. Well yes, they have slopes. See-saws can have negative slopes and positive slopes. Depending on the slope you perceive.
Negative Slope As like the rest of my examples for negative slope, they can also be seen as a positive slope too. This mountain descends downward on both sides.
Steeper Slope Ah…mountains.. The first thing most people think about when they hear the word steep.  This mountain expresses a steeper slope. Steep ramps… also another example of steeper slope.
Steeper Slope This road is yet another example of a steep slope. Seems like a difficult road to drive up.. This is a steep bridge. Its slope increases the higher it goes up.
Steeper Slope The roof of this church it very steep. I believe this could be yet another example of steep slope. Even though it isn’t a perfectly straight line, the slope still increases.
Zero Slope This would be an example of zero slope. Considering there is no decline or incline in the direction of the line. This table is flat. Although the angle of the picture makes it not seem that way. It is an example of zero slope, because there is no incline or decline.
Zero Slope All of these pictures are examples of zero slope. They do not have an increase or decrease in their slope.
Flatter Slope All of these pictures have a tilt to them, but not a significant one. These are examples of flatter slope. A slope that would be considered a zero slope or a positive slope.
Undefined Slope All of these pictures have an undefined slope. They all have vertical  lines, which have no slope.
Credits Sources: www.flickr.com Creative commons pictures

Contenu connexe

Tendances

Combining Like Terms
Combining Like TermsCombining Like Terms
Combining Like TermsBitsy Griffin
 
System of linear inequalities
System of linear inequalitiesSystem of linear inequalities
System of linear inequalitiesmstf mstf
 
Math Lecture 11 (Cartesian Coordinates)
Math Lecture 11 (Cartesian Coordinates)Math Lecture 11 (Cartesian Coordinates)
Math Lecture 11 (Cartesian Coordinates)Osama Zahid
 
Subtracting polynomials
Subtracting polynomialsSubtracting polynomials
Subtracting polynomialsrobertleichner
 
Writing Equations of a Line
Writing Equations of a LineWriting Equations of a Line
Writing Equations of a Lineswartzje
 
Postulates (Geometry 1_3)
Postulates (Geometry 1_3)Postulates (Geometry 1_3)
Postulates (Geometry 1_3)rfant
 
Chapter 1 ( Basic Concepts in Geometry )
Chapter 1 ( Basic Concepts in Geometry )Chapter 1 ( Basic Concepts in Geometry )
Chapter 1 ( Basic Concepts in Geometry )rey castro
 
Cartesian coordinate plane
Cartesian coordinate planeCartesian coordinate plane
Cartesian coordinate planeElvie Hernandez
 
Building Blocks Of Geometry
Building Blocks Of GeometryBuilding Blocks Of Geometry
Building Blocks Of Geometryacavis
 
Adding and subtracting polynomials
Adding and subtracting polynomialsAdding and subtracting polynomials
Adding and subtracting polynomialsholmsted
 
Graphing Linear Functions
Graphing Linear FunctionsGraphing Linear Functions
Graphing Linear Functionshisema01
 
8 5 Trapezoid And Kites
8 5 Trapezoid And Kites8 5 Trapezoid And Kites
8 5 Trapezoid And Kitesguestc175586
 

Tendances (20)

Combining Like Terms
Combining Like TermsCombining Like Terms
Combining Like Terms
 
Plane Geometry
Plane GeometryPlane Geometry
Plane Geometry
 
Chapter 5 Slope-Intercept Form
Chapter 5 Slope-Intercept FormChapter 5 Slope-Intercept Form
Chapter 5 Slope-Intercept Form
 
Slope PowerPoint
Slope PowerPointSlope PowerPoint
Slope PowerPoint
 
GEOMETRY: POINTS, LINES. PLANES
GEOMETRY: POINTS, LINES. PLANESGEOMETRY: POINTS, LINES. PLANES
GEOMETRY: POINTS, LINES. PLANES
 
What is Slope?
What is Slope?What is Slope?
What is Slope?
 
Analytic geometry basic concepts
Analytic geometry basic conceptsAnalytic geometry basic concepts
Analytic geometry basic concepts
 
System of linear inequalities
System of linear inequalitiesSystem of linear inequalities
System of linear inequalities
 
Math Lecture 11 (Cartesian Coordinates)
Math Lecture 11 (Cartesian Coordinates)Math Lecture 11 (Cartesian Coordinates)
Math Lecture 11 (Cartesian Coordinates)
 
Subtracting polynomials
Subtracting polynomialsSubtracting polynomials
Subtracting polynomials
 
Writing Equations of a Line
Writing Equations of a LineWriting Equations of a Line
Writing Equations of a Line
 
Postulates (Geometry 1_3)
Postulates (Geometry 1_3)Postulates (Geometry 1_3)
Postulates (Geometry 1_3)
 
Chapter 1 ( Basic Concepts in Geometry )
Chapter 1 ( Basic Concepts in Geometry )Chapter 1 ( Basic Concepts in Geometry )
Chapter 1 ( Basic Concepts in Geometry )
 
Linear pair
Linear pairLinear pair
Linear pair
 
Cartesian coordinate plane
Cartesian coordinate planeCartesian coordinate plane
Cartesian coordinate plane
 
Transversal Line
Transversal LineTransversal Line
Transversal Line
 
Building Blocks Of Geometry
Building Blocks Of GeometryBuilding Blocks Of Geometry
Building Blocks Of Geometry
 
Adding and subtracting polynomials
Adding and subtracting polynomialsAdding and subtracting polynomials
Adding and subtracting polynomials
 
Graphing Linear Functions
Graphing Linear FunctionsGraphing Linear Functions
Graphing Linear Functions
 
8 5 Trapezoid And Kites
8 5 Trapezoid And Kites8 5 Trapezoid And Kites
8 5 Trapezoid And Kites
 

Slope in the real world

  • 1. Slope in the Real World By: Lyndsey Rawls
  • 2. Definition of Slope Slope: slope defines the steepness, or incline of a line. Equation: y2-y1 m= _____ x2-x1 Or rise _____ run
  • 3. Positive(increasing) Slope These mountains pictured in this photo can be an example of positive slope. The mountains get higher, the higher you go up on them. There is a point where it starts to descend, on the other side, but if you start from the bottom of a mountain, both sides increase. When your keeping place in a book of a yours with lets say a marker or pen, the cover of the book is an example of increasing slope. It starts at a lower point, and ends on a higher one. The book cover increases its slope because of the writing utensil shoved inside of the book to keep it propped up. But it is still an increasing slope.
  • 4. Positive(Increasing) Slope The right side of this rock can be yet another example of an increasing slope. The side of the rock starts close to the bottom, and the increases upward, towards the sky. This light can be another example of increasing, positive slope. As the other examples, it increases upward.
  • 5. Positive (Increasing) Slope This crane represents another example of positive slope. Just like all the others, it begins to ascend higher towards the sky.
  • 6. Negative Slope The ramp seen in the picture to the right is an example of negative slope. The person on it is descending to the bottom (Which would mean he/she started at the top.) Isn’t that what negative slope is all about? Descending? All of these lines are descending. This picture could be another example for negative or positive slope. You could look at it either way.
  • 7. Negative Slope This broken furniture has created a negative slope. Part of it sticks in the air, and begins to slant downward, and the rest in on the floor. Ah, see-saws. A childhood memory for all. You probably have never thought about them having slopes. Well yes, they have slopes. See-saws can have negative slopes and positive slopes. Depending on the slope you perceive.
  • 8. Negative Slope As like the rest of my examples for negative slope, they can also be seen as a positive slope too. This mountain descends downward on both sides.
  • 9. Steeper Slope Ah…mountains.. The first thing most people think about when they hear the word steep. This mountain expresses a steeper slope. Steep ramps… also another example of steeper slope.
  • 10. Steeper Slope This road is yet another example of a steep slope. Seems like a difficult road to drive up.. This is a steep bridge. Its slope increases the higher it goes up.
  • 11. Steeper Slope The roof of this church it very steep. I believe this could be yet another example of steep slope. Even though it isn’t a perfectly straight line, the slope still increases.
  • 12. Zero Slope This would be an example of zero slope. Considering there is no decline or incline in the direction of the line. This table is flat. Although the angle of the picture makes it not seem that way. It is an example of zero slope, because there is no incline or decline.
  • 13. Zero Slope All of these pictures are examples of zero slope. They do not have an increase or decrease in their slope.
  • 14. Flatter Slope All of these pictures have a tilt to them, but not a significant one. These are examples of flatter slope. A slope that would be considered a zero slope or a positive slope.
  • 15. Undefined Slope All of these pictures have an undefined slope. They all have vertical lines, which have no slope.
  • 16. Credits Sources: www.flickr.com Creative commons pictures