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Computing with Rational Numbers

Computing with Rational Numbers

Assessment

Presentation

•

Mathematics

•

7th Grade

•

Practice Problem

•

Medium

•
CCSS
7.NS.A.1C, 7.NS.A.2A, 7.NS.A.2B

Standards-aligned

Created by

Katelyn Lee

Used 123+ times

FREE Resource

5 Slides • 12 Questions

1

Computing with Rational Numbers

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2

Adding Rational Numbers

  • Same Signs: add the two numbers together and keep the sign

  • Examples: 3 + 4 = 7 and -9 + -1 = -10

  • Different Signs: SUBTRACT the smaller number from the bigger and keep the sign of the number with the bigger absolute value

  • Examples: -7 + 10 = 3 and 5 + -6 = -1

3

Multiple Choice

-8 + 10 =

1

18

2

-18

3

2

4

-2

4

Multiple Choice

-4 + -10 =

1

14

2

-14

3

6

4

-6

5

Multiple Choice

-6.4 + 9.2

1

2.8

2

-2.8

3

15.6

4

-15.6

6

Subtracting Rational Numbers

  • KEEP, CHANGE, FLIP

  • Keep the first number, change subtraction to addition, flip the sign of the second number

  • Example: 5 - 10 becomes 5 + (-10)

  • Solve the addition problem.

7

Multiple Choice

(-6) - (-4) =

1

2

2

-2

3

10

4

-10

8

Multiple Choice

7 - 12 =

1

19

2

-19

3

5

4

-5

9

Multiple Choice

 12−34=\frac{1}{2}-\frac{3}{4}=  

1

 14\frac{1}{4}  

2

 −14-\frac{1}{4}  

3

1

4

-1

10

Multiplying Rational Numbers

  • Same Signs: POSITIVE ANSWER

  • Example: -9 x (-5) = 45

  • Different Signs: NEGATIVE ANSWER

  • Example: -9 x 5 = -45

11

Multiple Choice

 −3×5=-3\times5=  

1

15

2

-15

12

Multiple Choice

 −4×−8=-4\times-8=  

1

32

2

-32

13

Multiple Choice

 6.34 ×(−3.5)=6.34\ \times\left(-3.5\right)=  

1

22.19

2

-22.19

14

Dividing Rational Numbers

  • Same Signs: POSITIVE ANSWER

  • Example:

     −9÷(−3)=3-9\div\left(-3\right)=3  

  • Different Signs: NEGATIVE ANSWER

  • Example:  15÷(−3)=−515\div\left(-3\right)=-5  

15

Multiple Choice

 −16÷4=-16\div4=  

1

4

2

-4

16

Multiple Choice

 −35÷(−7)=-35\div\left(-7\right)=  

1

5

2

-5

17

Multiple Choice

 −52.2÷3.6=-52.2\div3.6=  

1

14.5

2

-14.5

pattern-tertiary

Computing with Rational Numbers

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