Precalculus - Glencoe
Precalculus - Glencoe
Activity Distribution
13 sections • 104 activities
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Chapter (1) - Functions from a Calculus Perspective (Worksheet)
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1-1 01 Describe the set of numbers using set-builder notation.
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1-1 02 Interval notation
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1-1 03 Write each set of numbers using interval notation
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1-1 04 Determine whether each relation represents y as a function of x.
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1-1 05 Find each function value
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1-1 06 State the domain of each function
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1-1 07 piecewise-defined function
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1-1 Functions (Homework)
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1-2 01 Use the graph to find the domain and range of each function
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1-2 02 Use the graph of each function to approximate its y-intercept
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1-2 03 Use the graph of each function to approximate its zero(s)
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1-2 04 determine whether each function is even, odd, or neither
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1-2 Analyzing Graphs of Functions and Relations
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1-3 01 function is continuous at the given x-value
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1-3 02 function is a jump discontinuity at the given x-value
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1-3 03 function is a removable discontinuity at the given x-value
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1-3 04 function is an infinite discontinuity at the given x-value
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1-3 05 Determine between which consecutive integers the real zeros
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1-3 06 Use the graph of each function to describe its end behavior
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1-3 Continuity End Behavior and Limits (Homework)
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1-4 01 estimate intervals whether the function is increasing, decreasing, or constant
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1-4 02 Estimate and classify the extrema for each graph
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1-4 03 Find the average rate of change of each function on the given interval
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1-4 Extrema and Average Rates of Change (H.W.)
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1-5 Parent Functions and Transformations (H.W)
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1-6 Function Operations and Composition of Functions (H.W)
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1-8 General Test 1
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1-8 General Test 2
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1-8 General Test 3