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SSAT Elementary Level Math : Numbers and Operations

Study concepts, example questions & explanations for SSAT Elementary Level Math

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All SSAT Elementary Level Math Resources

12 Diagnostic Tests 526 Practice Tests Question of the Day Flashcards Learn by Concept

Example Questions

Example Question #13 : Working With Addition And Subtraction Equations

Which of the equations is TRUE?

Possible Answers:

9-2=10-3

9-2=10-4

9-2=10-1

9-2=10-2

Correct answer:

9-2=10-3

Explanation:

Both 9-2 and 10-3 equal . So these two equations equal each other. 10-2=8 , 10-1=9 , and 10-4=6 . Because none of these equations equal , they can’t be equal to 9-2 .

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Example Question #591 : Ssat Elementary Level Quantitative (Math)

Which of the equations is TRUE?

Possible Answers:

12-4=10-3

12-4=10-5

12-4=10-2

12-4=10-4

Correct answer:

12-4=10-2

Explanation:

Both 12-4 and 10-2 equal . So these two equations equal each other. 10-3=7 , 10-4=6 , and 10-5=5 . Because none of these equations equal , they can’t be equal to 12-4 .

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Example Question #17 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Which of the equations is TRUE?

Possible Answers:

12-3=10-3

12-3=10-1

12-3=10-4

12-3=10-2

Correct answer:

12-3=10-1

Explanation:

Both 12-3 and 10-1 equal . So these two equations equal each other. 10-2=8 , 10-3=7 , and 10-6=4 . Because none of these equations equal , they can’t be equal to 12-3 .

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Example Question #592 : Numbers And Operations

Which of the equations is TRUE?

Possible Answers:

20-10=15-5

20-10=15-4

20-10=15-2

20-10=15-3

Correct answer:

20-10=15-5

Explanation:

Both 20-10 and 15-5 equal . So these two equations equal each other. 15-4=11 , 15-3=12 , 15-2=13 . Because none of these equations equal , they can’t be equal to 20-10 .

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Example Question #19 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Which of the equations is TRUE?

Possible Answers:

15-4=14-3

15-4=17-4

15-4=17-5

15-4=17-6

Correct answer:

15-4=17-6

Explanation:

Both 15-4 and 17-6 equal . So these two equations equal each other. 17-5=12 , 17-4=13 , and 17-3=14 . Because none of these equations equal , they can’t be equal to 15-4 .

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Example Question #20 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Which of the equations is TRUE?

Possible Answers:

14-2=15-2

14-2=15-1

14-2=15-4

14-2=15-3

Correct answer:

14-2=15-3

Explanation:

Both 14-2 and 15-2 equal . So these two equations equal each other. 15-2=13 , 15-1=14 , and 14-5=11 . Because none of these equations equal , they can’t be equal to 12-2 .

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Example Question #371 : How To Subtract

Which of the equations is TRUE?

Possible Answers:

15-2=19-6

15-2=19-4

15-2=19-3

15-2=19-5

Correct answer:

15-2=19-6

Explanation:

Both 15-2 and 19-6 equal . So these two equations equal each other. 19-5=14 , 19-4=15 , and 19-3=16 . Because none of these equations equal , they can’t be equal to 15-2 .

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Example Question #21 : Working With Addition And Subtraction Equations

Which of the equations is TRUE?

Possible Answers:

16-10=12-6

16-10=12-5

16-10=12-3

16-10=12-4

Correct answer:

16-10=12-6

Explanation:

Both 16-10 and 12-6 both equal . So these two equations equal each other. 12-5=7 , 12-4=8 , and 12-3=9 . Because none of these equations equal , they can’t equal 16-10 .

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Example Question #381 : Operations

Which of the equations is TRUE?

Possible Answers:

10=12-1

10=12+2

10=12+1

10=12-2

Correct answer:

10=12-2

Explanation:

When you subtract from you get . 12-1 does not equal because 12-1=11 . 12+2 does not equal because 12+2=4 .

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Example Question #1 : Represent Addition And Subtraction In Various Forms: Ccss.Math.Content.K.Oa.A.1

Use the triangles below to help you answer the subtraction problem.

Screen shot 2015 08 21 at 12.23.37 pm

Possible Answers:

Correct answer:

Explanation:

We have triangles and we want to subtract triangle, which means the same thing as take them away. We can cross off the triangle that we are subtracting, and count the number that we have left. In this case we have triangles left. Subtraction is like counting backwards. We can start at and count back .

8,7

Screen shot 2015 08 21 at 12.23.53 pm

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All SSAT Elementary Level Math Resources

12 Diagnostic Tests 526 Practice Tests Question of the Day Flashcards Learn by Concept

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SSAT Elementary Level Math : Numbers and Operations

Study concepts, example questions & explanations for SSAT Elementary Level Math

All SSAT Elementary Level Math Resources

Example Questions

Example Question #13 : Working With Addition And Subtraction Equations

Example Question #591 : Ssat Elementary Level Quantitative (Math)

Example Question #17 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Example Question #592 : Numbers And Operations

Example Question #19 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Example Question #20 : Understand The Equal Sign, Determine If Equations Are True Or False: Ccss.Math.Content.1.Oa.D.7

Example Question #371 : How To Subtract

Example Question #21 : Working With Addition And Subtraction Equations

Example Question #381 : Operations

Example Question #1 : Represent Addition And Subtraction In Various Forms: Ccss.Math.Content.K.Oa.A.1

All SSAT Elementary Level Math Resources

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