Unit 1 Flashcards

1
Q

Steps to Solve Equations

A

1) Distribute
2) Simplify each side by combining like terms
3) Move variables to one side
4) Solve using inverse operations

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2
Q

Interval Notation

A

A way to write the solution to an inequality using infinity symbols, parentheses, and brackets.

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3
Q

Parenthesis

A

Indicate not included or open.

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4
Q

Brackets

A

Indicated included or closed.

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5
Q

Solving Inequalities

A

Follow the same rules to solve an inequality as you do an equation.

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6
Q

AND Means

A

Intersect

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7
Q

Steps to Solve Absolute Value Inequalities

A

1) Isolate the absolute value expression
2) Create two cases
3) Solve both inequalities
4) Graph your solution and write your answers in interval notation

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8
Q

Relations

A

A set of ordered pairs that can be shown in a set, table, map, or expressed as a graph.

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9
Q

Discreet

A

A relation with distinct points.

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10
Q

Continuous

A

A relation with connected lines or curves.

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11
Q

Function

A

A relation in which each element of the domain is paired with exactly one element of the range.

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12
Q

Linear Equations in Interval Notation

A

All real numbers.

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13
Q

Y =

A

Horizontal, domain is infinity, range isn’t in interval, function

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14
Q

X =

A

Vertical, domain isn’t in interval, range is infinity, not a function

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15
Q

Function Notation Input

A

X

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16
Q

Function Notation Output

A

f(X)

17
Q

Function Notation Describes

A

A point

18
Q

X-Intercept Other Names

A

The zeros, roots, or solution to the equation

19
Q

Zero Slope Or Undefined

A

n/0 is undefined (no), 0/n is always 0

20
Q

Scatter Plot

A

Shows the relationship between two variables.

21
Q

Line of Best Fit

A

A prediction equation made with positive or negative correlations, can be used to predict the value of a variable given the value of the other variable.

22
Q

Line of Best Fit Other Name

A

Linear regression

23
Q

Function Must Have

A

NO repeated X-values

24
Q

Standard Form Must Have

A

No fractions