1. 6 - 5
1.1. Composition of functions
1.2. Compositions of function is an operation that takes two function F and G and produces a function H that h(x) = g(f(x).
1.3. Assets
2. 6 - 1
2.1. second difference
2.1.1. Is contant quadratic function.
2.2. function
2.2.1. An activity or purpose natural to intended for a person or thing.
2.3. f(x) or g(x) means y=
2.3.1. Top Priorities
2.3.2. Medium Priorities
2.3.3. Low Priorities
2.4. f(2) means that you should find the value of ´y´when ´x´ equal 2.
2.4.1. Top Priorities
2.4.2. Medium Priorities
2.4.3. Low Priorities
3. 6 - 6
3.1. t
3.1.1. One - one functions are function that presevers distinctness: It never maps distinct elements of it's domain to the same element of it's codomain. In other words, every element of the functions codomain is the image of at most one element off it's domain.
3.1.2. One-one functions
4. 6 - 4
4.1. transform functions
4.1.1. A transformation may simply be any function, regardless of domain and codomain.
4.2. Goals
4.3. Horizontal translations change both the rules and the intervals of piecewise functions. Vertical translations change only the rules.
5. 6 - 3
5.1. Piece-wise functions-is a function defined by mulitiple sub-functions, each sub-function applying to a certain interval of main function's domain, a subdomain.
5.2. th
6. 6 - 2
6.1. Failed line test
6.1.1. If the line hit two places its not a function.
6.2. Passed line test
6.2.1. If the vertical line hit one place on graph then it is the function.
6.3. First difference
6.3.1. Are constant in linear functions.