how do you think we could find what the slope of mt. everest is?
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How do you think we could find what the slope of Mt. Everest is?. Which Mountain has the steepest slope? Mt. Makalu Mt.Annapurna Mt. Everest Vertical Height= 27,766ft VH 26,545ftVH= 29,035ft Horizontal Distance= 7,828ft HD=9,790ft HD = 4,924ft. Slope. - PowerPoint PPT PresentationTRANSCRIPT
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How do you think we could find what the slope of Mt. Everest is?
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Which Mountain has the steepest slope?
Mt. Makalu Mt.Annapurna Mt. EverestVertical Height= 27,766ft VH 26,545ft VH= 29,035ftHorizontal Distance= 7,828ft HD=9,790ft HD = 4,924ft
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Slope
The steepness of a line is called the Slope of the line. Slope compares the Vertical change (the rise) to the horizontal change (the run), when we go from 1 point to another.
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Slope
The steepness of a line is called the Slope of the line. Slope compares the Vertical change (the rise) to the horizontal change (the run), when we go from 1 point to another.
Slope= riserun
m=y2−y1
x2−x1
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Find the Slope using 2 points
Given: (-3, -1), (-2, 4) Slope= riserun
m=y2−y1
x2−x1
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Find the Slope using 2 points
Given: (-3, 4), (2, -2)
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Possibilities for a Line's Slope
Positive Slope Zero Slope Negative Slope Undefined Slope
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Point-Slope Form The Point-Slope Form is an equation of a line that is
found using the slope and 1 point from the line.
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Point-Slope Form The Point-Slope Form is an equation of a line that is
found using the slope and 1 point from the line.
y− y1=m( x−x1)
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Given the Slope and a point give the Point-Slope Form
Given m=2; (1,5) Given m=4; (-1,3)
y− y1=m( x−x1)
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Given 2 points give the Point-Slope Form and solve for y
Given (4,-3), (-2,6) Given (-2,-1), (-1,-6)