Grade: Middle
Subject: Mathematics
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Subject: Math (specifically slopes of lines)Goals: The student will understand how to determine the slope of a line when given an equation of a line or the graph of a line.
Rationale: To provide exposure to real life experiences that utilize math concepts.
Objectives: TSWBAT
Find the slope of a line
Describe the slope as positive or negative
Determine the slope given an equation in slope intercept form
Graph a line with a given slopeStandards: SOL A.7
Ability Levels: 9th grade students or varying abilities
Set/Introduction:
What comes to your mind when you think of the word "slope"?
Where do you see slopes in the real world?
-Jot down ideas on the board.
Pass out pictures of slopes to each student.
Have students come to the board and plot the line of their picture using an estimate of points located on the line.Procedures:
So what exactly does slope mean in mathematical terms?
Positive vs. negative slopes
-how to determine whether a slope is positive or negative
Determining the slope:
Given a graph.
-use two examples already on the board
*hands-on example on overhead.
ask for volunteer to plot points.
Given an equation:
-slope-intercept form
-one teacher-led example, one student-led example
-general equation
-one teacher-led example, one student-led example
Pass out worksheet for practice on determining slope from graphs and equations
Ask for volunteers to do problems 1-3.
Pass out graph paper for practice on graphing slope.Time Required: 30 minutes
Materials:
Handouts with pictures
Worksheets
Wooden triangle, transparency, overhead projector
Calculators?Activity:
Graphing the lines/slopes of the pictures on the board
Practice worksheetGuided Practice:
Examples done on the board
-What is slope?
-Positive vs. negative
-Determining slope using a graph or equation
-slope-intercept form/general formTechnology:
Overhead projector
Computer/Internet
CalculatorsHomework:
Completion of worksheetAssessment/Evaluation:
Personal observations
Completion of worksheet
Ability to graph on board