1st Periodic Test (Advanced Algebra) Flashcards

1
Q

is a relation from a set of inputs to a set of outputs where each input corresponds to exactly one output.

A

Function

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2
Q

is the way a function is written.

A

Function Notation

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3
Q

The most popular function notation is

A

f(x)

Read as “f of x”

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3
Q

(+) + (Big -)

Example: 5 + (-11)

A

Answer is always negative

U Subtract

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4
Q

(Big +) + (-)

Example: 16 + (-7)

A

Answer is always positive

U subtract

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5
Q

(-) + (-)

Example: (-3) + (-4)

A

Answer is always negative

U add

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6
Q

The long method of dividing polynomials involves applying not only the process of division but also the Laws of Exponents and the Distributive Property. These additional mathematical principles are used to simplify and manipulate the terms and the coefficients during the division process.

A

Long Division of Polynomial Functions

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6
Q

(+) x (-)

A

Answer is always negaative

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7
Q

Formed by combining two functions in a manner where the result of one function is used as the input for the other.

A

Composite function

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8
Q

A shortcut method called ??? can be used to divide polynomials if the divisor is a linear polynomial in the form of x - c.

A

Synthetic Division

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9
Q

is 1 - infinity a factor

A

no

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9
Q

is 0 a factor

A

yes

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10
Q

1 squared

A

1

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11
Q

2 squared

A

4

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12
Q

3 squared

A

9

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13
Q

4 squared

14
Q

5 squared

15
Q

7 squared

16
Q

6 squared

17
Q

8 squared

18
Q

9 squared

19
Q

10 squared

20
Q

11 squared

21
Q

12 squared

22
13 squared
169
23
14 squared
196
24
15 squared
225
25
16 squared
256
26
17 squared
289
27
18 squared
324
28
19 squared
361
29
20 squared
400