Walt:
('»r°.Chi 0>t
/* UI 0
How do you use function notation to describe
simple functions?
WILF:
Starter: (2 minutes)
What you know about functions?
Function notation is a simpler method of describing a function
without a lengthy written explanation. The most frequently used
function notation is f(x) which is read as “f” of “x”.
Key vocabulary:
Skill Drill
Skill Drill
Find the value of x if f(x) = 4.
f(x) = 2x +2
Directions: Given the three 1'unct itins hcltiw. f(x), g(x), and h{x), li nd the value ytiu iii'c ‹iskcd ltd li iitl.
l
— 2
Nntc that answci x herc can he ncgativc. whicI is nt›t the case with the text'x ñtuclent Produced kexpnnsc (“¿i icl-in") questi‹›ns.
1. | /(I) | 2. | y(()) | 3. | h(4) | 4. | /(—2) |
5. | ¿(4) | f\. | it(5) | 7. | /(I()) | 8. | ¿(—2) |
5. | h(2) | f0. | f()) | II. | y(—1) | 12. | h(IN) |
Find the input value of x that will result in the given output value of the function.
f: x r—› 2x — 1
g : x »-+ —, x x 0
x
Find the value of
(i) f(ż),
(îî) g(ô)
Calculate:
(ï) f(2) (ii) f(-2) (iïï) f(0.5) (iv)
f(0) ïn:
f(ž¢) = 3ł¢ + 2
f(x) 4x -1, find:
(a)
(c) 1.5
If f(x) = 3x -1 and f(x) = 3, find x.
rȘ)= a+2 , x #-2
(øJ WOfk Ottt g 4 .
h(x) = x2 + 6
Plenary: (5 minutes)