Common Core: High School - Algebra : Plotted Solutions and the Graph of Two Variable Equations: CCSS.Math.Content.HSA-REI.D.10

Study concepts, example questions & explanations for Common Core: High School - Algebra

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All Common Core: High School - Algebra Resources

6 Diagnostic Tests 65 Practice Tests Question of the Day Flashcards Learn by Concept

Example Questions

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Example Question #1 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line 

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  exists on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are equal, then the point  exist on the line.

Example Question #2 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line 

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  does not exist on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are not equal, then the point  does not exist on the line.

Example Question #3 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line 

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  exists on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the y values are equal, then the point  exist on the line.

Example Question #4 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  does not exist on the line.

The point  exists on the line.

Correct answer:

The point  does not exist on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are not equal, then the point  does not exist on the line.

 

Example Question #5 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line 

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  exists on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are equal, then the point  exist on the line.

 

Example Question #6 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  does not exist on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are not equal, then the point  does not exist on the line.

 

Example Question #7 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  does not exist on the line.

The point  exists on the line.

Correct answer:

The point  exists on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are equal, then the point  exist on the line.

 

Example Question #8 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  exists on the line.

The point  does not exist on the line.

Correct answer:

The point  does not exist on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are not equal, then the point  does not exist on the line.

Example Question #9 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  does not exist on the line.

The point  exists on the line.

Correct answer:

The point  exists on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are equal, then the point  exist on the line.

 

Example Question #10 : Plotted Solutions And The Graph Of Two Variable Equations: Ccss.Math.Content.Hsa Rei.D.10

Does the point  exist on the line  

Possible Answers:

The point  does not exist on the line.

The point  exists on the line.

Correct answer:

The point  does not exist on the line.

Explanation:

To see if this point exists on the line, we need to plug in the  value into the equation and see if it equals the  value.

Since the  values are not equal, then the point  does not exist on the line.

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All Common Core: High School - Algebra Resources

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