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HSC Practice Questions - Working with Functions Set 7
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Math Test Prep, Other (Math)
HSC Practice Questions - Working with Functions Set 6
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Math Test Prep, Other (Math)
HSC Practice Questions - Working with Functions Set 5
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Math Test Prep, Other (Math)
HSC Practice Questions - Working with Functions Set 4
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Other (Math)
HSC Practice Questions - Working with Functions Set 3
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Other (Math)
HSC Practice Questions - Working with Functions Set 2
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Other (Math)
HSC Practice Questions - Working with Functions Set 1
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
11th - 12th, Higher Education
Graphing, Other (Math)
Graphs of First & Second Derivatives Identify and Match f, f', f''
In this activity students practice identifying the Graphs of a function and its first and second derivative, f, f ', and f ''. They analyze 3 graphs, one blue, one black, and one red, superimposed on the same coordinate grid, to determine which is the graph of original function, the graph of first derivative, and the graph of the second derivative. The activity does not require differentiation, but requires students to understand increasing, decreasing, relative extrema, and concavity. Man
11th - 12th, Higher Education
Calculus, Graphing
Also included in: Calculus Applications of Differentiation Unit Bundle
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