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May 01, 2017
Monday, May 1, 2017
1. HW Qs?2. Warm-up3. Tangent Lines4. Assignment:
Finish Sec. 11.3
HAPPY MONDAY!!
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Homework handout...Qs?
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LIMITS....
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Evaluate each limit.
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Techniques for Evaluating Limits
Purpose for Evaluating Limits
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In the figure, the parabola is increasing more quickly at the point (x1, y1) than it is at the point (x2, y2). At the vertex (x3, y3), the graph levels off, and at the point (x4, y4), the graph is decreasing.
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To determine the rate at which a graph rises or falls at a single point, you can find the slope of the tangent line at that point. In simple terms, the tangent line to the graph of a function f at a point P(x1, y1) is the line that best approximates the slope of the graph at the point. The figure shows other examples of tangent lines.
Describe the rate and direction of the slope of the tangent line.
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4_28TangentLine.tns
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Tangent Line Secant vs Tangent line
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