Podcast
Questions and Answers
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
- Non-proportional (correct)
- Proportional
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
- Non-proportional
- Proportional (correct)
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
- Proportional
- Non-proportional (correct)
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
Is the following graph proportional or non-proportional?
How can you tell if a graph represents a proportional relationship?
How can you tell if a graph represents a proportional relationship?
How can you tell if a table of (x, y) values represents a proportional relationship?
How can you tell if a table of (x, y) values represents a proportional relationship?
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Study Notes
Graphs: Proportional vs Non-Proportional
- Proportional graphs form a straight line that passes through the origin (0,0).
- Non-proportional graphs do not maintain a constant ratio between the x and y values.
Definitions
- Proportional: Indicates a direct relationship where the ratio of y to x remains constant.
- Non-proportional: Indicates a relationship where the ratio of y to x changes.
Identifying Proportional Relationships
- Graphs that represent proportional relationships will show a straight line through the origin.
- For tables of (x, y) values, find all ratios of y/x; if all ratios are equivalent, it indicates a proportional relationship.
Understanding Ratios
- Consistent ratios across various points in a graph or table signify proportionality.
- Variations in ratios suggest non-proportionality, indicating a changing relationship between the variables.
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