Natalie Made A Graph Showing These Ordered Pairs Representing A Proportional Relationship. (0.5, 2), (4, 16), (6.5, 26) Which Ordered Pair Would Be On The Same Line As Natalie’s Ordered Pairs? (3.5, 12) (2, 4) (8, 32) (12, 36)

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Natalie Made A Graph Showing These Ordered Pairs Representing A Proportional Relationship. (0.5, 2), (4, 16), (6.5, 26) Which Ordered Pair Would Be On The Same Line As Natalie’s Ordered Pairs? (3.5, 12) (2, 4) (8, 32) (12, 36). The general formula for a proportional relationship is: The ordered pairs $$ (0.5,2)$$(0.5,2) and $$ (4,16)$$(4,16) are given, which can be used to find.

The ordered pairs on the graph represent a proportional relationship
The ordered pairs on the graph represent a proportional relationship from brainly.com

Describe the relationship between the corresponding side lengths of the triangles shown in the graph. This point lies on the same line as natalie's ordered pairs because it satisfies the equation of the proportional relationship found earlier. The general formula for a proportional relationship is:

Describe The Relationship Between The Corresponding Side Lengths Of The Triangles Shown In The Graph.


Thus, the correct answer is c. The ordered pairs $$ (0.5,2)$$(0.5,2) and $$ (4,16)$$(4,16) are given, which can be used to find. For the pair (0.5, 2), \( k = \frac{2}{0.5} = 4 \).

Natalie Made A Graph Showing These Ordered Pairs Representing A Proportional Relationship.


(0.5,2),(4,16),(6.5,26) which ordered pair would be on the same line as natalie's ordered. Which ordered pair would be on the same line as. Now that we established k = 4, we can use this constant.

To Determine Which Ordered Pair Is On The Same Line, We Need To Find The Constant Of Proportionality (K) From The Given Pairs.


We can find the constant of proportionality k using one of the given points. Let (x, y) represent any point on the graph of a proportional relationship. This point lies on the same line as natalie's ordered pairs because it satisfies the equation of the proportional relationship found earlier.

The General Formula For A Proportional Relationship Is:


To determine which ordered pair would be on the same line as the points (0.5,2), (4,16), and (6.5,26), we first need to check if these points represent a proportional relationship,. Identify the proportional relationship between the x and y values in the given ordered pairs. The ordered pair that fits the proportional relationship defined by the pairs (0.5, 2), (4, 16), and (6.5, 26) is (8, 32).

O R Io Nal R Elations Hip Natalie Made A Graph Showing These Ordered Pairs (0.5,2),(4,16),(6.5,26) Representing A Proportional Relationship.


This is derived from maintaining the constant ratio of 4.

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