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Iready Unit 1

Iready Unit 1

Assessment

Presentation

Mathematics

7th Grade

Hard

Created by

Joseph Anderson

FREE Resource

4 Slides • 27 Questions

1

Unit 1 viewRe

by George Simpkins

2

​Rational and Irrational Numbers

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3

Multiple Choice

Can integers have decimals

1

Yes

2

NO

4

Multiple Choice

Can whole numbers or natural numbers have fractions?

1

Yes

2

No

5

Multiple Choice

What number does natural numbers start with?

1

-1

2

0

3

1

4

0.5

6

Multiple Choice

Question image
1

9

2

-4.5

3

0

4

-9

7

Multiple Choice

Question image
1

-8

2

2

3

67\frac{6}{7}  

4

3.1454673

8

​How to simplify a fractions

1.  Find the greatest common factor or GCF for both numbers.

2.  Divide the numerator and denominator by the GCF

3.  The answer will be the simplified form of the fraction

9

Multiple Choice

Simplify the following fraction completely: 12492\frac{12}{492}  

1

41

2

12

3

39

4

42

10

Multiple Choice

Simplify the following fraction completely:   812\frac{8}{12}  

1

4

2

23\frac{2}{3}  

3

34\frac{3}{4}  

4

2.1

11

Multiple Choice

Simplify the following fraction completely: 2889\frac{288}{9}  

1

3.2

2

.32

3

32

4

.032

12

Multiple Choice

Convert the following mixed number to an improper fraction:   4574\frac{5}{7}  

1

327\frac{32}{7}  

2

277\frac{27}{7}  

3

335\frac{33}{5}  

4

337\frac{33}{7}  

13

​How to convert the following mixed number to an improper fraction.

Texas Method

​ -Multiply the Whole Number by the Denominator

​ - Add that number to the numerator.

​ - Place that number as the the numerator. The denominator stays the same as before

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14

Multiple Choice

Convert the following mixed number to an improper fraction: 5 695\ \frac{6}{9}  

1

519\frac{51}{9}  

2

751\frac{7}{51}  

3

399\frac{39}{9}  

4

517\frac{51}{7}  

15

Multiple Choice

78112\frac{7}{8}-\frac{1}{12}  

What is the first step?

1

Add denominators

2

Add numerators

3

Find least common denominator

4

Subtract

16

Multiple Choice

78112\frac{7}{8}-\frac{1}{12}  

What is the second step?

1

Subtract denominators

2

Add numerators

3

Find least common denominator

4

Subtract numerators

17

Multiple Choice

78112\frac{7}{8}-\frac{1}{12}  

Solve

1

12\frac{1}{2}  

2

612\frac{6}{12}  

3

1924\frac{19}{24}  

4

2324\frac{23}{24}  

18

Multiple Choice

4 172 184\ \frac{1}{7}-2\ \frac{1}{8}  

What is the first step?

1

Find common denominators

2

Turn into improper fraction

3

Subtract numerators

4

Keep change flip

19

Multiple Choice

4 172 184\ \frac{1}{7}-2\ \frac{1}{8}  

What is the third step?

1

Find common numerators

2

flip the last fraction

3

Subtract numerator

4

simplify

20

Multiple Choice

4 172 184\ \frac{1}{7}-2\ \frac{1}{8}  

Do you leave answer as improper fraction?

1

Yes

2

No

21

Multiple Choice

4 172 184\ \frac{1}{7}-2\ \frac{1}{8}

Solve

1

56 1256\ \frac{1}{2}  

2

1 2561\ \frac{2}{56}  

3

2 1562\ \frac{1}{56}  

4

1 156\frac{1}{56}  

22

Multiple Choice

-347 - (-150) =

What do you use to solve 

1

Keep Change Flip

2

Keep Change Opposite

3

Keep Change Reverse 

23

Multiple Choice

-347 - (-150) =

Is the answer positive or negative?

1

negative

2

positive

24

Multiple Choice

-347 - (-150) =

Solve

1

-497

2

497

3

197 

4

-197

25

Multiple Choice

-92 + 56 =

is the answer positive or negative?

1

positive

2

negative

26

Multiple Choice

-92 + 56 =

Solve

1

-36

2

36

3

-148

4

148

27

Multiple Choice

-5- (-26)=

Is the answer positive or negative

1

positive

2

negative

28

Multiple Choice

-5- (-26)=

solve

1

-21

2

21

3

31

4

-31

29

Multiple Choice

25 × 78=\frac{2}{5}\ \times\ \frac{7}{8}=  

1

1440\frac{14}{40}  

2

720\frac{7}{20}  

3

78\frac{7}{8}  

4

920\frac{9}{20}  

30

Multiple Choice

75÷34=75\div\frac{3}{4}=  

1

100100  

2

56.2556.25  

3

2525  

4

75

31

Multiple Choice

Keon rode his bike 3.5 miles a day. After 21 days, how many miles did Keon ride?

Which two answers can be eliminated?

A. 7.35

B. 17.3

C. 73.5

D. 173.5

1

D and C

2

A and B

3

B and C

4

A and D

Unit 1 viewRe

by George Simpkins

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