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Section 1.1.1 Finding Functions

Section 1.1.1 Finding Functions. A function is a relation in which there is exactly one output or value in the range for every input value of the domain. The domain of a function is the set of all input values that will give an output.

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Section 1.1.1 Finding Functions

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  1. Section 1.1.1 Finding Functions

  2. A function is a relation in which there is exactly one output or value in the range for every input value of the domain. The domain of a function is the set of all input values that will give an output. The range of a function is the set of outputs that can come from the input values.

  3. An argument is the expression upon which the function operates.

  4. Function Notation f(x) reads “f at x” f: functions name x: independent variable (input) y: dependent variable (output) f(x): value of function f at the number x

  5. The sketch of a graph means to show the approximate shape of the graph in the correct location with respect to the axes, and to clearly label all key points. To an accurate graph means to plot many points onto graph paper with all the key points labeled. Include domain, range, intercepts, asymptotes, and symmetry.

  6. D: ___________ R: _____________ X-int: ________ y-int: __________ Asymp: ______________________ Sym: ________________________

  7. Rules of Exponents

  8. Right Triangle Trig:

  9. B LABELING Triangles: 5 3 C A 4 Leave your answers as a fraction.

  10. Assignment Pg 3 #1-5 TO 1-12

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