## Full Length STAAR Grade 4 Practice Test

If you want to prepare for the STAAR Grade 4 Practice Test? It’s time to taking a Full-length STAAR Grade 4 Practice Test. It is the best way to simulate test day. To challenge your skills and simulate the full length STAAR Grade 4 Practice Test day experience, score your tests using the answer keys.

## STAAR Practice Test 3

Mathematics
2019

1- Circle a reasonable measurement for the angle:
(A) $$110^\circ$$
(B) $$70^\circ$$
(C) $$120^\circ$$
(D) $$200^\circ$$
2- Tam has $$363$$ cards. He wants to put them in boxes of $$11$$ cards. How many boxes does he need?
(A) $$32$$
(B) $$35$$
(C) $$38$$
(D) $$33$$
3-  Alex has $$444$$ crayons. What is this number rounded to the nearest ten?
(A) $$450$$
(B) $$445$$
(C) $$440$$
(D) $$444$$
4- If this clock shows a time in the morning, what time was it $$5$$ hours and $$30$$ minutes ago?
(A) $$9:45$$
(B) $$8:45$$
(C) $$7:45$$
(D) $$8:15$$
5- Use the picture below to answer the question.
Which decimal number names the shaded part of this square?
(A) $$0.85$$
(B) $$0.86$$
(C) $$0.75$$
(D) $$0.88$$
6- Mia described a number using these clues:
Three – digit odd numbers that have a $$6$$ in the hundreds place and a $$3$$ in the tens place
Which number could fit Mia’s description?
(A) $$634$$
(B) $$633$$
(C) $$636$$
(D) $$638$$
7- Peter’s pencil is $$\frac{15}{10}$$ of a meter long. What is the length, in meters, of Peter’s pencil written as a decimal?
(A) $$0.15$$
(B) $$0.015$$
(C) $$1.5$$
(D) $$150$$
8- A football team is buying new uniforms. Each uniform costs $$30$$. The team wants to buy $$15$$ uniforms.
Which equation represents a way to find the total cost of the uniforms?
(A) $$(30 \space × \space 10) \space + \space (30 \space × \space 5) \space = \space 300\space + \space 150 \space = \space450$$
(B) $$(30 \space × \space 12) \space + \space (30 \space × \space 6) \space = \space 360\space + \space 180 \space = \space540$$
(C) $$(30 \space × \space 10) \space + \space (30 \space × \space 4) \space = \space 300\space + \space 120 \space = \space420$$
(D) $$(30 \space × \space 9) \space + \space (30 \space × \space 5) \space = \space 270\space + \space 150 \space = \space420$$
9- Use a rule to measure the length and width of the following rectangle to the nearest inches.
What measurement is the closest to the area of the rectangle in square inches?
(A) $$10$$
(B) $$6$$
(C) $$8$$
(D) $$12$$
10- There are $$7$$ days in a week. There are $$28$$ days in the month of February. How many times as many days are there in February than are in one week?
(A) $$4$$ times
(B) $$8$$ times
(C) $$6$$ times
(D) $$7$$ times
11- Use the models below to answer the question.
Which statement about the models is true?
(A) Each shows a different fraction because they are different shapes.
(B) Each shows the same fraction because they both have $$3$$ sections shaded.
(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.
12- What is the value of $$A$$ in the equation $$54\space÷\space A=\space 9$$
(A) $$4$$
(B) $$6$$
(C) $$5$$
(D) $$7$$
13- A number sentence such as $$25 \space + B \space = \space 57$$ can be called an equation. If this equation is true, then which of the following equations is not true?
(A) $$57 \space - \space 25 \space = \space B$$
(B) $$57 \space - \space B \space = \space 25$$
(C) $$B \space - \space 25 \space = \space 7$$
(D) $$B \space + \space 25 \space = \space 57$$
14- mia flew $$3,435$$ miles from Los Angeles to New York City. What is the number of miles mia flew rounded to the nearest thousand?
(A) $$3,400$$
(B) $$3,430$$
(C) $$3,440$$
(D) $$3,000$$
15- alex’s favorite sports team has won $$0.75$$ of its games this season. How can alex express this decimal as a fraction?
(A) $$\frac{75}{100}$$
(B) $$\frac{75}{10}$$
(C) $$\frac{75}{1000}$$
(D) $$\frac{75}{10000}$$
16- Write $$\frac{85}{100}$$ as a decimal number.
(A) $$0.085$$
(B) $$0.85$$
(C) $$8.5$$
(D) $$85$$
17- Alex and Mia were working on a group project last week.
They completed $$\frac{8}{10}$$ of their project on Tuesday and the rest on Wednesday.
Mia completed $$\frac{2}{10}$$ of their project on Tuesday.
What fraction of the group project did Alex completed on Tuesday?
(A) $$\frac{6}{10}$$
(B) $$\frac{10}{10}$$
(C) $$\frac{4}{10}$$
(D) $$\frac{5}{10}$$
18- Which number correctly completes the subtraction sentence $$1.6 \space - \space 5.20 \space = \space ?$$
(A) $$3.6$$
(B) $$-\ 3.6$$
(C) $$-\ 3.06$$
(D) $$3.06$$
19- Use the table below to answer the question.
Which list of city populations is in order from least to greatest?
 city population california 42,026 washington 43,200 seattle 43,180 boise 45,000
(A) $$42,026 \space < \space 43,200 \space < \space 43,180 \space < \space 45,000$$
(B) $$43,200 \space < \space 42,026 \space < \space 43,180 \space < \space 45,000$$
(C) $$42,026 \space < \space 43,180 \space < \space 43,200 \space < \space 45,000$$
(D) $$42,026 \space < \space 43,180 \space < \space 45,000 \space < \space 43,200$$
20- Which number correctly completes the number sentence $$92 \space × \space 20 \space = \space ?$$
(A) $$1,830$$
(B) $$1,835$$
(C) $$1,840$$
(D) $$1,845$$
21- Moe packs $$32$$ boxes with flashcards. Each box holds $$150$$ flashcards. How many flashcards Moe can pack into these boxes?
(A) $$4,800$$
(B) $$4,700$$
(C) $$4,600$$
(D) $$4,900$$
22- A stack of  $$9$$ pennies has a height of $$1$$ centimeter. mia has a stack of pennies with a height of $$6$$ centimeters.
Which equation can be used to find the number of pennies ,$$n$$, in mia’s stack of pennies?
(A) n = $$9 \ - \ 6$$
(B) n = $$9 \ × \ 6$$
(C) n = $$9 \ - \ 6$$
(D) n = $$9 \ ÷ \ 6$$
23- There are $$16$$ boxes and each box contains $$43$$ pencils. How many pencils are in the boxed in total?
(A) $$59$$
(B) $$686$$
(C) $$688$$
(D) $$689$$
24- Emma described a number using these clues.
$$3$$ digits of the number are $$2$$ , $$5$$ and $$9$$
The value of the digit $$2$$ is $$( 2 \space × \space 10)$$
The value of the digit $$5$$ is $$( 5 \space × \space 1000)$$
The value of the digit $$9$$ is $$( 9 \space × \space 10000)$$
Which number could fit Emma’s description?
(A) $$9,522.02$$
(B) $$90,532.20$$
(C) $$98,520.50$$
(D) $$95,020.02$$
25- Alex has a group of shapes. Each shape in her group has at least one set of parallel sides. Each shape also has at least one set of perpendicular sides. Which group could be Alex’s group of shapes?
(A)
(B)
(C)
(D)
26- Erik made $$20$$ pints of juice. He drinks $$4$$ cups of juice each day. How many days will Erik take to drink all of the juice he made?
(A) $$4$$ days
(B) $$3$$ days
(C) $$5$$ days
(D) $$6$$ days
27- Jason has prepared $$\frac{5}{100}$$ of his assignment. Which decimal represent the part of the assignment Jason has prepared?
(A) $$0.5$$
(B) $$0.05$$
(C) $$5.100$$
(D) $$0.005$$
28- Use the table below to answer the question.
The students in the fourth grade class voted for their favorite sport.
Which bar graph shows results of the students vote?
 Sport Number of votes Football(FB) 11 Basketball(BB) 4 Soccer(SOC) 5 Volleyball 3
(A)
(B)
(C)
(D)
29- There are $$74$$ students from Riddle Elementary school at the library on Monday.
The other $$42$$ students in the school are practicing in the classroom.
Which number sentence shows the total number of students in Riddle Elementary school?
(A) $$74 \ - \ 42$$
(B) $$74 \ × \ 42$$
(C) $$74 \ ÷ \ 42$$
(D) $$74 \ + \ 42$$
30- For a concert, there are children’s tickets and adult tickets for sale. Of the total available tickets, $$\frac{53}{100}$$ have been sold as adult tickets and $$\frac{6}{10}$$ as children’s tickets. The rest of the tickets have not been sold.
What fraction of the total number of tickets for the concert have been sold?
(A) $$\frac{59}{100}$$
(B) $$\frac{59}{1000}$$
(C) $$\frac{113}{1000}$$
(D) $$\frac{113}{100}$$
 1- Choice B is correct The correct answer is $$70$$ºThis angle is less than $$90$$º. Only choice $$B$$ shows angle less than $$90$$º 2- Choice D is correct The correct answer is $$33$$Tam wants to divide his $$383$$ cards into boxes of $$11$$ cards. Therefore, he needs$$363 \space ÷ \space 11\space = \space 33 \space$$ boxes. 3- Choice C is correct The correct answer is $$440$$We round the number up to the nearest ten if the last digit in the number is $$5$$ , $$6$$ , $$7$$ , $$8$$ or $$9$$.We round the number down to the nearest ten if the last digit in the number is $$1$$ , $$2$$ ,  or $$4$$.If the last digit is $$0$$ , then we do not have to do any rounding, because it is already to the ten.Therefore, rounded number of $$444$$ to the nearest ten is $$440$$. 4- Choice B is correct The correct answer is $$8 : 45$$ PMThe clock shows $$2 :15$$ in the morning. $$5$$ hours ago, it was $$9: 15$$ PM. $$30$$ minutes before that was $$8 : 45$$ PM 5- Choice A is correct The correct answer is $$0.85$$There are $$100$$ equal parts. $$85$$ parts are shaded. It’s equal to $$\frac{85}{100}$$ or $$0.85$$. 6- Choice B is correct The correct answer is $$633$$Three – digit odd numbers that have a $$6$$ in the hundreds place and a $$3$$ in the tens place are $$631 \space , \space 633 \space , \space 635 \space , \space 637 \space , \space 639$$.Option $$B$$ , $$633$$, is the answer. 7- Choice C is correct The correct answer is $$1.5$$$$\frac{15}{10}$$ is equal to $$1.5$$ 8- Choice A is correct The correct answer is $$450$$The football team should buy $$15$$ uniforms and each uniform cost $$30$$. Therefore, they should pay $$(15 \space ×\space 30) \space 450$$Choice C is correct answer:$$(30 \space × \space 10) \space + \space (30 \space × \space 5) \space = \space 300\space + \space 150 \space = \space450$$ 9- Choice C is correct The correct answer is $$8$$Use area of rectangle formula.Area = Length × WidthThe length of the rectangle is about $$4$$ inches and its width is about $$2$$ inches. Therefore, the area of the rectangle is $$4 \space × \space 2\space = \space 8$$ inches. 10- Choice A is correct The correct answer is $$4$$ times$$7$$ days = $$1$$ week$$28$$ days = $$(28 \ ÷ \ 7) \ 4$$ 11- 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 $$16$$ equal parts. $$6$$ out of $$16$$ parts are shaded. The fraction for this model is $$\frac{6}{16} \space = \space \frac{3}{8}$$.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. 12- Choice B is correct The correct answer is $$6$$$$54 \space ÷ \space A \space = \space 9$$, therefore,$$A \space = \space 54 \space ÷ \space 9$$$$A \space = \space 6$$ 13- Choice C is correct The correct answer is choice $$B \space - \space 25 \space = \space 57$$.$$25 \space + \space B \space = \space 57$$. Therefore, $$B \space = \space 57 \space - \space 25 \space = \space 32$$Let’s review the options provided.A. $$57\space - \space 25 \space = \space B$$      Yes! This is true. $$57 \space - \space 25 \space = \space 32$$B. $$57 \space - \space B \space = \space 25$$      Yes! This is true. $$57 \space - \space 32 \space = \space 25$$C.  $$B \space - \space 25 \space = \space 7$$     No! This is not true. $$32 \space - \space 25 \space = \space 7$$D. $$B \space + \space 25 \space = \space 57$$      Yes! This is true. $$32 \space + \space 25 \space = \space 57$$ 14- Choice D is correct The correct answer is $$3,000$$When rounding to the nearest thousand, you will need to look at the last three digits.If the last three digits is $$499$$ or less round down the number ending with three zeros.On the other hand, if the last three digits is $$500$$ or more, round up the next ending with three zeros.Since, in the number $$3,435$$, the number $$435$$ is smaller than $$449$$, then round the number to $$3,000$$ 15- Choice A is correct The correct answer is $$\frac{75}{100}$$$$0.75$$ is equal to $$\frac{75}{100}$$ 16- Choice B is correct The correct answer is $$0.85$$$$\frac{85}{100}$$ is equal to $$0.85$$ 17- Choice A is correct The correct answer is $$\frac{6}{10}$$$$\frac{8}{10} \space - \space \frac{2}{10} \space = \space \frac{6}{10} \space$$ 18- Choice B is correct The correct answer is $$- \ 3.6$$$$1.6 \space - \space 5.20 \space = \space - \ 3.6$$ 19- Choice C is correct The correct answer is choice C.Choice C shows the numbers in order from least to greatest.$$42,026 \space < \space 43,180 \space < \space 43,200 \space < \space 45,000$$ 20- Choice C is correct The correct answer is $$1,840$$$$92 \space × \space 20 \space = \space 1,840$$ 21- Choice A is correct The correct answer is $$4,800$$If one box has $$150$$ flashcards, therefore, $$32$$ boxes have the capacity of $$(32 \space × \space 150 ) \space 4,800$$  flashcards. 22- Choice B is correct The correct answer is n = $$9 \ × \ 6$$For the height of $$1$$ centimeter we have $$9$$ pennies, therefore, for the height of $$6$$ centimeters, we have $$(9 \space × \space6)$$ pennies. 23- Choice C is correct The correct answer is $$688$$$$16 \space × \space 43 \space = \space 688$$ 24- Choice D is correct The correct answer is $$95,020.02$$Only option D fits Emma’s description. 25- Choice A is correct Only on option A, all shapes have at least one set of parallel side and one set of perpendicular side. 26- Choice C is correct The correct answer is $$5$$ days$$20 ÷ 4 = 5$$ 27- Choice B is correct The correct answer is $$0.05$$$$\frac{5}{100}$$ is equal to $$0.05$$ 28- Choice A is correct The number of votes for Football was $$11$$, for basketball was $$4$$, for soccer was $$5$$, and for volleyball was $$3$$. Only table $$A$$ shows all these numbers correctly. 29- Choice D is correct The correct answer is $$74 \ + \ 42$$Add the number of students at the library and number of students in classroom.$$74 \space + \space 42 \space = \space 120$$ 30- Choice D is correct The correct answer is $$\frac{113}{100}$$Add adult tickets and children's ticket that have been sold.$$\frac{53}{100} \space + \space \frac{6}{10} \space = \space \frac{53}{100} \space + \space \frac{60}{100} \space = \space \frac{53 \space + \space 60}{100} \space = \space \frac{113}{100}$$

### Practice Test 1

Simulate test day with an official practice test. Then, score your test. The answers come with explanations so you can learn from your mistakes.

### Practice Test 2

Simulate test day with an official practice test. Then, score your test. The answers come with explanations so you can learn from your mistakes.

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