Full Length STAAR Grade 3 Practice Test

Full Length STAAR Grade 3 Practice Test

If you want to prepare for the STAAR Grade 3 Practice Test? It’s time to taking a Full-length STAAR Grade 3 Practice Test. It is the best way to simulate test day. To challenge your skills and simulate the full length STAAR Grade 3 Practice Test day experience, score your tests using the answer keys.

 

State of Texas Assessments of 
Academic Readiness


Grade 3


Mathematics

2019

1-

Eva had 582 cards. Then, she gave 212 of the cards to her friend Alice. After that, Eva lost 195 cards.
Which equation can be used to find the number of cards Eve has now?

(A) 582\ – \ 212 \ + \ 195 =
(B) 582\ + \ 212 \ + \ 195 =
(C) 582\ + \ 212 \ - \ 195 =
(D) 582\ - \ 212 \ - \ 195 =
2-

Which number is made up of 5 hundreds, 2 tens, and 4 ones?

(A) 524
(B) 542
(C) 452
(D) 254
3-

Alex’s goal is to save $250 to purchase her favorite bike.
In January, she saved $64.
In February, she saved $45.
How much money does Alex need to save in March to be able to purchase her favorite bike?

(A) $140
(B) $141
(C) $143
(D) $144
4-

Look at the spinner above. On which color is the spinner most likely to land?   
STAAR Grade

(A) Green
(B) Red
(C) Yellow
(D) None
5-

There are 8 numbers in the box below. Which of the following list shows only odd numbers from the numbers in the box?
10, \ 21, \ 42, \ 17, \ 88, \ 29, \ 65, \ 36

(A) 21, \ 88, \ 65,\ 17
(B) 21,\ 17,\ 29,\ 65
(C) 88,\ 17,\ 42,\ 10
(D) 88,\ 21,\ 29,\ 10
6-

Mia has 68 old books. She plans to send all of them to the library in their area. 
If she puts the books in boxes which can hold 4 books,
which of the following equations can be used to find the number of boxes she will use?

(A) 68\  +\ 4 = _____
(B) 68\  -\ 4 = _____
(C) 68\  ÷ \ 4 = _____
(D) 68\  × \ 4 = _____
7-

The length of the following rectangle is 9 centimeters and its width is 5 centimeters. What is the area of the rectangle?
STAAR Grade1

(A) 35 cm^2
(B) 38 cm^2
(C) 43 cm^2
(D) 45 cm^2
8-

A number sentence such as 33\ +\  A \ = 63 can be called an equation.
If this equation is true, then which of the following equations is not true?

(A) 63\ – \ 33 = A
(B) 63\ – \ A =33
(C) A\ – \ 33 =63
(D) A\ + \ 33 =63
9- Classroom A contains 7 rows of chairs with 5 chairs per row.
If classroom B has two times as many chairs, which number sentence can be used to find the number of chairs in classroom B?
(A) 7\ + \ 5\  × \ 2
(B) 7\ ×  \ 5\  × \ 2
(C) 7\ ×  \ 5\ + \ 2
(D) 7\ +  \ 5\ + \ 2
10- A group of third grade students recorded the following distances that they jumped.
What is the distance that was jumped most often?
20 inches 33 inches 28 inches 20 inches
36 inches 20 inches 33 inches 36 inches
28 inches 36 inches 20 inches 20 inches
(A) 28
(B) 33
(C) 36
(D) 20
11- Mia described a number using these clues:
Three-digit odd numbers that have a 2 in the hundreds place and a 5 in the tens place
Which number could fit Mia’s description?
(A) 256
(B) 258
(C) 257
(D) 252
12-

Mia flew 4,691 miles from Los Angeles to New York City.
What is the number of miles Mia flew rounded to the nearest thousand?

(A) 5,000
(B) 4,000
(C) 4,600
(D) 4,700
13- This clock shows a time after 11:00 PM. What time was it 2 hours and 30 minutes ago?
STAAR Grade2
(A) 12:45 PM
(B) 10:45 PM
(C) 11:45 PM
(D) 1:15 PM
14- There are 30 days in a moon. There are 24 hours in day. How many hours are in a moon?
(A) 725
(B) 720
(C) 730
(D) 735
15- A cafeteria menu had spaghetti with meatballs for $6and bean soup for $4
How much would it cost to buy two plates of spaghetti with meatballs and three bowls of bean soup?
(A) 24
(B) 24
(C) 24
(D) 24
16- There are 86 students from Riddle Elementary school at the library on Tuesday.
The other 50 students in the school are practicing in the classroom.
Which number sentence shows the total number of students in Riddle Elementary school?
(A) 86\ ÷ \ 50
(B) 86\ + \ 50
(C) 86\ - \ 50
(D) 86\ × \ 50
17- Which number correctly completes the number sentence 72 \ × \ 18 = ?
(A) 1,296
(B) 1,290
(C) 1,289
(D) 1,280
18- Alex packs 15 boxes with flashcards. Each box holds 50 flashcards. 
How many flashcards Alex can pack into these boxes?
(A) 740
(B) 745
(C) 750
(D) 755
19- What is the value of  A in the following equation? 
18\ + \  A \ + \ 12 = 38
(A) 10
(B) 8
(C) 12
(D) 7
20- Mia has 98 pastilles. She wants to put them in boxes of 7 pastilles. How many boxes does she need?
(A) 14
(B) 12
(C) 10
(D) 13
21- A football team is buying new uniforms. Each uniform costs $42. The team wants to buy 11 uniforms.
Which equation represents a way to find the total cost of the uniforms?
(A) (42\ × \ 10)\ + \ (42\ × \ 10) = 420\ + \ 420
(B) (42\ × \ 11)\ + \ (42\ × \ 10) = 462\ + \ 420
(C) (42\ × \ 10)\ + \ (42\ × \ 1) = 420\ + \ 42
(D) (42\ × \ 1)\ + \ (42\ × \ 1) = 42\ + \ 42
22- Use the picture below to answer the question.
Which fraction shows the shaded part of this square?
STAAR Grade3
(A) \frac{70}{10}
(B) \frac{70}{100}
(C) \frac{70}{1000}
(D) \frac{7}{100}
23- Which number correctly completes the subtraction sentence 5000 \ – \  765 = ?
(A) 4,245
(B) 4,240
(C) 4,230
(D) 4,235
24- Which of the following statements describes the number 45,269?
(A) The sum of forty  thousands, 5 thousands, two hundreds, six tens, and nine ones
(B) The sum of forty  thousands, 6 thousands, five hundreds, six tens, and nine ones
(C) The sum of forty  thousands, 5 thousands, five hundreds, two tens, and nine ones
(D) The sum of forty  thousands, 5 thousands, two hundreds, six tens, and five ones
25- What is the value of A in the equation 85 \ ÷ \ A = 17
(A) 9
(B) 5
(C) 4
(D) 8
26- Each shows the same fraction because they are the same size.
STAAR Grade4
(A) 45
(B) 40
(C) 50
(D) 55
27- Emily has 128 stickers and she wants to give them to 8 of her closest friends.
If she gives them all an equal number of stickers, how many stickers will each of Emily’s friends receive?
(A) 16
(B) 16
(C) 16
(D) 16
28- The following models are the same size and each divided into equal parts.
The models can be used to write two fractions.
Based on the models, which of the following statements is true?
STAAR Grade5
(A) \frac{4}{8} is bigger than \frac{8}{16} .
(B) \frac{4}{8} is smaller than \frac{8}{16} .
(C) \frac{4}{8} is equal to \frac{8}{16} .
(D) We cannot compare these two fractions only by using the models.
29- Use the models below to answer the question.
Which statement about the models is true?
STAAR Grade6
(A) Each shows the same fraction because they both have 3 sections shaded.
(B) Each shows a different fraction because they are different shapes.
(C) Each shows a different fraction because they both have 3 shaded sections but a different number of total sections.
(D) Each shows the same fraction because they are the same size.
30- smith usually eats tow meals a day.  How many meals does he eat in a week?
(A) 14
(B) 15
(C) 10
(D) 9
1- Choice D is correct

The correct answer is 582\ - \ 212\ - \ 195 =
Eva gave 212 of her 582 cards to her friend. Therefore, she has 582\ – \ 212 cards now.
Then she lost 195 cards. Now, she has (582 \ – \ 212 \ – \ 260 =) \ 175 cards

2- Choice A is correct

The correct answer is 524
To find the number, put 5 for hundreds place, 2 for tens place, and 4 for ones place. Then, you will get: 500\ + \ 20 \ + \ 4 = 524

3- Choice B is correct

The correct answer is $141
Alex saved $64 and $45. Therefore, she has $109 now.
$250\ - \ $109 = $141
She needs to save 141.

4- Choice A is correct

The correct answer is Green
The chance of landing on Green is 3 out of 6.
The chance of landing on Red is 1 out of 6 .
The chance of landing on yellow is 2 out of 6.
The chance of landing on Green  is more than the chance of landing on other colors.

5- Choice B is correct

The correct answer is 21,\ 17, \ 29, \ 65
An easy way to tell whether a large number is odd or even is to look at its final digit.
If the number ends with an odd digit (1,  \ 3, \ 5, \ 7, or 9), then it's odd. 
On the other hand, if the number ends with an even digit or 0\ (0,\  2,\  4,\  6 or 8), then it is even.
21, \ 17, \ 29 and 65 ends with odd digit, therefore, they are odd numbers.

6- Choice C is correct

The correct answer is 68\  ÷ \ 4 = 
Mia puts 68 books in 4 boxes. Therefore, 68\ ÷ \ 4 formula is correct.

7- Choice D is correct

The correct answer is 45 cm^2
Use area formula of a rectangle:
Area = length × width
Area =5 cm ×\ 9 cm = 45 cm^2

8- Choice C is correct

The correct answer is A\ - \ 33 =63
33\ + \ A = 63
Then, A = (63\  – \ 33 =) \ 30.
All these equations are true:
63\ – \ 33 = A
63\ – \ A = 33
A\ + \ 33 = 63
But, this equation is not true:
A\ – \ 33 = 63

9- Choice B is correct

The correct answer is 7\  × \ 5\  × \ 2
Classroom A contains 7 rows of chairs with four chairs per row.
Therefore, there are (7\ × \ 5 =) \ 35 chairs in Classroom A.
Classroom B has three times as many chairs. Then, there are (7\ × \ 5\ × \ 2) chairs in Classroom B.

10- Choice D is correct

The correct answer is 20
20 is the most frequent number in the table.

11- Choice C is correct

The correct answer is 257
Three-digit odd numbers that have a 2 in the hundreds place and a 5 in the tens place is 257.
252 and 256 are even numbers.

12- Choice A is correct

The correct answer is 5,000
The number 4,691 rounded to the nearest thousand is 5,000.

13- Choice C is correct

The correct answer is 11:45 PM
The clock shows 2:15 PM. two hour before that was 12:15 PM. 30 minutes before that was 11:45 PM.

14- Choice B is correct

The correct answer is 720
1 day: 24 hours
30 days = 30\ × \ 24 = 720 hours

15- Choice D is correct

The correct answer is 24
2 plates of spaghetti with meatballs cost: 2 \ × \ $6 = $12
3 bowls of bean soup cost: 3 \ × \ $4 = $12
2 plates of spaghetti with meatballs + 3 bowls of bean soup cost: $12\ + \ $12 = $24

16- Choice B is correct

The correct answer is 86\ + \ 50
To find the total number of students in Riddle Elementary School, add 86 with 50.

17- Choice A is correct

The correct answer is 1,296
72\ × \ 18= 1,296

18- Choice C is correct

The correct answer is 750
To find the answer, multiply 15 by 50.
15\ × \ 50 = 750

19- Choice B is correct

The correct answer is 8
A = 38 \ – \ 12 \ – \ 18 = 8

20- Choice A is correct

The correct answer is 14
Mia wants to put 98 pastilles into boxes of 7 pastilles. Therefore, she needs (98\ ÷ \ 7 =) \ 14 boxes.

21- Choice C is correct

The correct answer is (42\ × \ 10)\ + \ (42\ × \ 1) = 420\ + \ 42
The Football team buys 11 uniforms that each uniform cost $42. Therefore, they should pay
(11\ × \ $42 =) \ $462.
Choice C is the correct answer.
(42\  × \ 10)\ + \ (42\ × \ 1) = 420\  + \ 42 = 462

22- Choice B is correct

The correct answer is \frac{70}{100}
The table is divided into 100 equal parts. 70 parts of these 100 parts are shaded. The shaded part is equal to \frac{70}{100} .

23- Choice D is correct

The correct answer is 4,235
5,000 \ – \ 765 = 4,235

24- Choice A is correct

The correct answer is The sum of forty  thousands, 5 thousands, two hundreds, six tens, and nine ones
45,269 is the sum of:
40,000 \ + \ 5,000 \ + \ 200 \ + \ 60 \ + \ 9

25- Choice B is correct

The correct answer is 5
A = 85 \ ÷ \ 17 = 5

26- Choice D is correct

The correct answer is 55
The arrow shows a number between two numbers 40 and 70. Therefore, the answer is 55.

27- Choice D is correct

The correct answer is 16
128 \ ÷ \ 8 = 16

28- Choice C is correct

The correct answer is \frac{4}{8}  is equal to  \frac{8}{16} .
The first model is divided into 8equal parts. 4 out of 8 parts are shaded. 
That means \frac{4}{8} which is equal to: \frac{2}{4} 
The second model is divided into 16 equal parts. 8 out of 16 parts are shaded. 
That means \frac{8}{16} which is equal to: \frac{2}{4}

29- Choice D is correct

The correct answer is Each shows the same fraction because they are the same size.
The first model from left is divided into 8 equal parts. 3 out of 8 parts are shaded. The fraction for this model is \frac{3}{8} \space = \space \frac{3}{8}.
The second model is divided into 8 equal parts. 3 out of 8 parts are shaded. Therefore, the fraction of the shaded parts for this model is \frac{3}{8}
Each shows the same fraction because they are the same size.

30- Choice A is correct

The correct answer is 14
2 meals a day, means (2 \ × \ 7 =) \ 14 meals a week.

 

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