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Section 8.3 Slope and y-intercept
Algebra Concepts Section 8.3 Slope and y-intercept
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When you go skiing, what does slope refer to?
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Slope= π£πππ‘ππππ πβππππ βππππ§πππ‘ππ πβππππ
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Slope-ratio that describes the tilt of a line
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Positive slope= πππ π ππ’π
Rise 1st Run 2nd
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Negative slope= ππππ ππππ€π
Fall 1st Crawl 2nd
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http://www. youtube. com/watch
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Find slope of a line Pick two points on the line
Start at the left most point Count spaces to rise (+) or fall (-) Count spaces to run or crawl (always positive)
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slope= πππ π ππ’π = 5 3
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slope= ππππ ππππ€π = β11 6
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Finding the slope of a line using two points on the line
π ππππ= βπ¦ βπ₯ 3β(β1) 4β(β2) 4 6 = 2 3
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Find the slope of the line containing these two points
#1 5,β2 πππ 2,1 #2 7,8 πππ (4,10)
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Real life slopes A unit cost can be written as a slope
$2 per pound has a slope of 2 35 miles per hour has a slope of 35
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Assignment #50A Worksheet
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Y-intercept-point where a line crosses the y-axis
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Graphing a line
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Find the slope and y-intercept
#1 π¦= 4 5 π₯β3 #2 π¦=β 1 3 π₯+5 #3 π¦=6π₯+2 #4 π¦=π₯β3 #5 π¦=β 5 2 π₯
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To graph Plot the y-intercept
From that point, use the slope to move to a new point Plot the second point Draw the line Add arrows π¦= 3 5 π₯β2
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If a line is not in slope intercept form, solve the equation for y using algebra. #1 3π₯+4π¦=20 #2 2π¦+π₯=8
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Slope intercept rap
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Assignment #50B Pg. 402 #2,4-9,11-19 odd 45,46
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