Semester 2 Flashcards

0
Q

Define domain

A

X values (x,y)

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1
Q

Define relation

A

Set of ordered pairs

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2
Q

Define ordered pair

A

(X,y)

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3
Q

Define range

A

Y values (x,y)

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4
Q

Define function

A

Special type of relation

Each element of the domain is paired with EXACTLY 1 element of the range

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5
Q

True or false:

X’s cannot repeat in a function

A

True. NO repeating!!!

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6
Q

What do we use to determine if a graph is a function

A

Vertical line test

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7
Q

Describe the vertical line test

A

Drag the vertical line across the graph

If the line touches more than 1 spot on the x axis NOT FUNCTION

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8
Q

What is the function notation

A

The equation that is a function

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9
Q

How is the function notation written

A

Y=f(x)

F(X) becomes f of x

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10
Q

Function Notation Ex:

Y= 2x+1 becomes what?

A

F(X)= 2X+1

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11
Q

Describe the arithmetic sequence

A

Numerical pattern that + or - by a constant rate called the common diffrence

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12
Q

Recite the arithmetic sequence

A

a_n=a_1+(n-1)d

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13
Q

In the arithmetic sequence formula what does N stand for?

A

The one we don’t know

we need to find it

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14
Q

Arithmetic sequence formula what does a_1 stand for

A

First term of the sequence

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15
Q

In arithmetic sequence formula what does D stand for

A

Common difference

16
Q

In the arithmetic sequence how do we find d

A
We subtract the previous term
EX: 21, 13, 5, -3
-3-5=-8   
5- 13=-8
13-21=-8