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Advanced Functions Unit 1

Date post: 19-Jun-2015
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1.1 Power Functions A power function is one of the form where y = x n Where n is any real number constant. A power function is the simplest type of polynomial function Example: y= x y = x 2 y = x 3
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  • 1. A power function is one of the form wherey = xn Where n is any real number constant.A power function is the simplest type of polynomial function Example:y= x y = x2 y = x3

2. DegreeConstant term ( a0 ) F(X) =3x5 + 2x3 + x2 -1Leading variablecoefficient n must be a whole number 3. ODD-DEGREE POWER FUNCTIONS HAVE POINT SYMMETRY ABOUT THEORIGIN, (0,0) 4. Bracket Inequality Number line In wordsinterval(a,b) a


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