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Arithmetic Sequence
A sequence of numbers such that successive numbers differ by constant, called the common difference or de
Geometric Sequence
sequence of number such that some quotient called the common ratio or r is obtained by dividing a term by the proceeding term
Relation
a correspondence between two sets called the domain and the range such that to each element of the domain, there is assigned one or more elements of the range.
Domain and range
the 2 sets called
Function
it is a type of relation. It is defined as a correspondence between two sets such that to each element of the domain, there is assign exactly one element of the range.
Verbally
ways to represent a function a sentence that describes how the input variable is related to the output variable.
Numerically
ways to represent a function through a table of values or a list of ordered pairs that matches input values with output values.
. Graphically
ways to represent a function through points on the graph in a coordinate plane in which the horizontal axis represents the input values and the vertical axis represents the output values.
Algebraically
ways to represent a function by an equation in two variables.
vertical line test.
Functions can be represented graphically, where a graph can be easily identified if it is a function or not
Function Notation
A function notation is a way to display the output of a function. Or basically how you are going to name the function. It is “usually” 𝑓(𝑥) where it is read as "𝑓 𝑜𝑓 𝑥 " 𝑜𝑟 "𝑓 𝑎𝑡 𝑥", where it represents the value of the function at the number �
1
Linear functions highest exponent
2
quadratic functions highest exponent
Linear Functions
highest exponent is 1, increases by the same amount (add or subtract)
Exponential functions
multiples the same factor, same precentage
Quadratic equations
parabola, u shape in graphs
^x+1
What exponent does an exponential functions have