slopes. formulas slope= rise/run change of y/change of x

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Slopes

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Page 1: Slopes. Formulas Slope= rise/run Change of y/change of x

Slopes

Page 2: Slopes. Formulas Slope= rise/run Change of y/change of x

FormulasFormulas

• Slope= rise/run• Change of y/change of x

Page 3: Slopes. Formulas Slope= rise/run Change of y/change of x

Lattice Point

• When finding the slope from an origin you can use the lattice point.

Page 4: Slopes. Formulas Slope= rise/run Change of y/change of x

Triangle

• The triangle method is another method used to find the slope.

Page 5: Slopes. Formulas Slope= rise/run Change of y/change of x
Page 6: Slopes. Formulas Slope= rise/run Change of y/change of x

Question: Extra Credit!!

Page 7: Slopes. Formulas Slope= rise/run Change of y/change of x

Question: Extra Credit!!

Page 8: Slopes. Formulas Slope= rise/run Change of y/change of x

Question: Extra Credit!!

Page 9: Slopes. Formulas Slope= rise/run Change of y/change of x

Example

Page 10: Slopes. Formulas Slope= rise/run Change of y/change of x

First Way

• You can find the slope in Three Ways that we learned.

• 1st way: Rise/run• Count the rise• Yes, it is 2• Count the run• Yes, it is -8• We have 2/-8 when reduced it is -1/4

Page 11: Slopes. Formulas Slope= rise/run Change of y/change of x

Second Way: Lattice Point

• We see that the line crosses at (4,-2) and (-6,-2).

• Remember: We can use the lattice points when the line does not cross the origin.

Page 12: Slopes. Formulas Slope= rise/run Change of y/change of x

Third Way: Triangle

• Use the two lattice points you have.

• Connect them by forming a triangle.

Page 13: Slopes. Formulas Slope= rise/run Change of y/change of x

Challenge:

• Is this a positive slope or a negative slope?Why?

Page 14: Slopes. Formulas Slope= rise/run Change of y/change of x

Challenge:

• What is the slope?