

EDG 2.1-3 Remediation
Presentation
•
Mathematics
•
10th - 11th Grade
•
Medium
+5
Standards-aligned
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16 Slides • 25 Questions
1
EDG 2.1-3 Remediation
Complete this lesson and take the Quizizz to improve your formative Quiz 2.1-3 grade.

2
FUNCTION OPERATIONS
3
To add, just combine like terms
4
Multiple Choice
g(x) = 5x-7
Find f(x)+g(x).
5
Remember to distribute the negative when subtracting
6
Multiple Choice
g(x) = x-9
Find f(x)-g(x).
7
sometimes you have to distribute or FOIL when you multiply functions
8
Multiple Choice
g(x) = x+3,
Find f(x) * g(x)
9
Evaluating Functions
to 'evaluate' means to plug in and get a number answer
10
Sometimes, you have to do an operation AND evaluate.
In this example, we add the functions, and plug a 5 into each one. The answer is 38.
11
Multiple Choice
12
Multiple Choice
Perform the indicated operation and evaluate at the given value.
13
Multiple Choice
Perform the indicated operation and evaluate for the given value.
14
Multiple Choice
Complete the operation and evaluate.
15
COMPOSITION
(plugging one function into another)
Study the example to the right--->
16
There are 2 notations for composition.
17
Multiple Choice
g(x) = x - 2
Find f(g(x))
18
Multiple Choice
f(g(x))
3x - 16
3x - 2
3x - 26
4x - 2
19
a hint for the next problem: You will have to FOIL. Then, distribute the 2
(Please Excuse My Dear Aunt Sally!)
20
Multiple Choice
q(x) = 2x2
Find q(p(x))
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Composition with Evaluating
notice how the 5 goes into function 'g' first. Then, that answer goes into function 'f'.
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Multiple Choice
g(x) = x - 2
Find f(g(0))
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Multiple Choice
Find f[g(5)]
30
242
92
2
24
Evaluating from a table
f(g(2)) = ?
Do g(2) first. The answer is 5. Then, do f(5). The answer is 6. Do you see???
25
Multiple Choice
3
1
4
None of the Above
26
Evaluating from a graph
f(g(2)) = ???
Where is the output of g when x = 2? It's 1. Do you see the point (2,1)? Then, find f(1). It's -4
So, f(g(2)) = -4
27
Multiple Choice
Given f and g in the graph,
what is (f∘g)(−1)?
1
4
-1
6
28
Multiple Choice
Given f and g in the graph,
what is f(g(2)) ?
3
8
1
4
29
INVERSES
Swap x and y
Solve for y
Write in inverse notation
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EXTRA INVERSE NOTES:
SWAP X AND Y TO FIND INVERSE FUNCTION POINTS
REFLECT A GRAPH OVER Y=X TO FIND ITS INVERSE
IF F(X) AND G(X) ARE INVERSES OF EACH OTHER... F(G(X)) = X AND G(F(X)) = X
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Multiple Choice
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Multiple Choice
33
Multiple Choice
its inverse, f-1(x) =
34
Multiple Choice
f(x) = 1/4x - 7
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Multiple Choice
36
Multiple Choice
37
Multiple Choice
38
Multiple Choice
39
DOMAIN RESTRICTIONS
WHAT X VALUES ARE NOT ALLOWED?
THE DENOMINATOR CANNOT = 0 , SO SET THE DENOMINATOR = 0 AND SOLVE TO FIND WHAT X CANNOT BE
WHAT IS INSIDE A RADICAL CANNOT BE NEGATIVE. SO, SET WHAT IS UNDER THE RADICAL ≥ 0, AND SOLVE.
40
Multiple Choice
x+2x−3 Choose the domain for which the function is defined.
x≥2
x≥−2
x≤2
x≤−2
41
Multiple Choice
x+43 What is the restricted domain?
x≥4
x≥3
x=3
x=−4
EDG 2.1-3 Remediation
Complete this lesson and take the Quizizz to improve your formative Quiz 2.1-3 grade.

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