Main Idea DEFINITION OR SUMMARY EXAMPLE (page#) Function Notation sets an expression equal to f(x) (p2) Function Rule an expression that tells us how the output is f(x) = . (p2) calculated from the input Find f(____) . an ordered list of numbers, objects, or events. Sequences (p8) Explicit formulas can generate any term in a sequence just by f(n) = (p9) inputting the term number. Recursive generate terms one at a time by relating the f(1) = 6, f(n) = f(1) + formulas (p9) term to one or more previous terms. f(n − 1), n > 1
Main Idea (page#) DEFINITION OR SUMMARY EXAMPLE Function Notation (p2) sets an expression equal to f(x) Function Rule (p2) an expression that tells us how the output is calculated from the input f(x) = . Find f(____) . Sequences (p8) an ordered list of numbers, objects, or events. Explicit formulas (p9) can generate any term in a sequence just by inputting the term number. f(n) = Recursive formulas (p9) generate terms one at a time by relating the term to one or more previous terms. f(1) = 6, f(n) = f(1) + f(n − 1), n > 1
302NoteTakingGuide.docx