Coordinate plane review quiz 2

Which statement about the graph is NOT true?

• F. The graph represents an additive pattern because the points lie in a straight line and do not pass through the origin (0, 0).

• G. The graph represents an additive pattern because the points lie in a straight line and can be represented by the equation y = x + 10.

• H. The graph does not represent a multiplicative pattern because the points lie in a straight line and do not pass through the origin (0, 0).

• J. The graph represents a multiplicative pattern because the points lie in a straight line and can be represented by the equation y = 10x.

Which statement about the pattern shown in the graph is true?

• A. The graph represents an additive pattern because it shows x = y + 3.5.

• B. The graph represents an additive pattern because it shows y = x + 3.5.

• C.The graph represents a multiplicative pattern because it shows x = 3.5y.

• D. The graph represents a multiplicative pattern because it shows y = 3.5x.

Which statement about the numerical pattern in the table is true?

• A. The table shows an additive pattern because the pattern in the table follows the rule y = x + 13.

• B. The table shows a multiplicative pattern because the pattern in the table follows the rule x = 7.5y.

• C. The table shows an additive pattern because the pattern in the table follows the rule x = y + 13.

• D. The table shows a multiplicative pattern because the pattern in the table follows the rule y = 7.5x.

Is the picture showing an additive or a multiplicative relationship?

• Additive
• Multiplicative

Is the picture showing an additive or a multiplicative relationship?

• Additive
• Multiplicative

What type of relationship is represented in the graph?

• additive
• multiplicative
• none of the above

Answer the following question.

• A
• B
• C
• D

Answer the following question.

• A
• B
• C
• D

Which graphs show an additive relationship?

• A only
• A & C only
• A & D only
• B & C only

What equation can be used to represent the relationship between the input (x) and output (y)?

• y = x + 4
• y = 3x
• x = y + 4
• x = 3y