Full Length STAAR Grade 5 Practice Test

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STAAR Practice Test 2

1- How long is the line segment shown on the number line below?
(A) $$6$$
(B) $$7$$
(C) $$8$$
(D) $$9$$
2- If a rectangle is $$30$$ feet by $$45$$ feet, what is its area?
(A) $$1,350$$
(B) $$1,250$$
(C) $$1,000$$
(D) $$870$$
3- If a vehicle is driven $$32$$ miles on Monday, $$35$$ miles on Tuesday, and $$29$$ miles on Wednesday, what is the average number of miles driven each day?
(A) $$32$$ Miles
(B) $$33$$ Miles
(C) $$34$$ Miles
(D) $$35$$ Miles
4- Peter traveled $$120$$ miles in $$4$$ hours and Jason traveled $$160$$ miles in $$8$$ hours. What is the ratio of the average speed of Peter to average speed of Jason?
(A) $$3 : 2$$
(B) $$2 : 3$$
(C) $$5 : 9$$
(D) $$5 : 6$$
5- If $$x=- \ 8$$, which equation is true?
(A) $$x \ (2 \ x \ − \ 4)=120$$
(B) $$8 \ ( 4 \ - \ x)=96$$
(C) $$2 \ ( 4 \ x \ + \ 6)=79$$
(D) $$6 \ x \ - \ 2=- \ 46$$
6- A circle has a diameter of $$8$$ inches. What is its approximate circumference?
($$π = 3.14$$)
(A) $$6.28$$ inches
(B) $$25.12$$ inches
(C) $$34.85$$ inches
(D) $$35.12$$ inches
7- A woman owns a dog walking business. If $$3$$ workers can walk $$9$$ dogs, how many dogs can $$5$$ workers walk?
(A) $$13$$
(B) $$15$$
(C) $$17$$
(D) $$19$$
8- What are the coordinates of the intersection of $$x–$$axis and the $$y–$$axis on a coordinate plane?
(A) $$(5, \ 5)$$
(B) $$(1, \ 1)$$
(C) $$(0, \ 0)$$
(D) $$(0, \ 1)$$
9- Jack added $$19$$ to the product of $$16$$ and $$26$$. What is this sum?
(A) $$61$$
(B) $$330$$
(C) $$435$$
(D) $$7,904$$
10- Joe makes $$4.75$$ per hour at his work. If he works $$8$$ hours, how much money will he earn?
(A) $$32.00$$
(B) $$34.75$$
(C) $$36.50$$
(D) $$38.00$$
11- Which of the following is an obtuse angle?
(A) $$89^◦$$
(B) $$55^◦$$
(C) $$143^◦$$
(D) $$235^◦$$
12- What is the value of $$6 \ – \ 3 \ \frac{4}{9}$$?
(A) $$\frac{23}{9}$$
(B) $$3 \ \frac{4}{9}$$
(C) $$- \ \frac{1}{9}$$
(D) $$\frac{42}{9}$$
13- The bride and groom invited $$220$$ guests for their wedding. $$190$$ guests arrived. What percent of the guest list was not present?
(A) $$90\%$$
(B) $$20\%$$
(C) $$23.32\%$$
(D) $$13.64\%$$
14- Frank wants to compare these two measurements.
$$18.023$$ kg $$\Box$$ $$18,023$$ g
Which symbol should he use?
(A) $$<$$
(B) $$>$$
(C) $$\neq$$
(D) $$=$$
15- Aria was hired to teach three identical $$5$$th grade math courses, which entailed being present in the classroom $$36$$ hours altogether. At $$25$$ per class hour, how much did Aria earn for teaching one course?
(A) $$50$$
(B) $$300$$
(C) $$600$$
(D) $$1,400$$
16- In a classroom of $$60$$ students, $$22$$ are male. What percentage of the class is female?
(A) $$51\%$$
(B) $$59\%$$
(C) $$63\%$$
(D) $$73\%$$
17- In a party, $$6$$ soft drinks are required for every $$9$$ guests. If there are $$171$$ guests, how many soft drinks are required?
(A) $$9$$
(B) $$27$$
(C) $$114$$
(D) $$171$$
18- While at work, Emma checks her email once every $$90$$ minutes. In $$9$$ hours, how many times does she check her email?
(A) $$4$$ Times
(B) $$5$$ Times
(C) $$6$$ Times
(D) $$7$$ Times
19- In a classroom of $$44$$ students, $$18$$ are male. About what percentage of the class is female?
(A) $$63\%$$
(B) $$51\%$$
(C) $$59\%$$
(D) $$53\%$$
20- A florist has $$516$$ flowers. How many full bouquets of $$12$$ flowers can he make?
(A) $$40$$
(B) $$41$$
(C) $$43$$
(D) $$45$$
21- You are asked to chart the temperature during an $$8–$$hour period to give the average. These are your results:
$$7$$ am:     $$2$$ degrees
$$8$$ am:     $$5$$ degrees
$$9$$ am:     $$22$$ degrees
$$10$$ am:   $$28$$ degrees
$$11$$ am:   $$32$$ degrees
$$12$$ pm:   $$35$$ degrees
$$1$$ pm:     $$35$$ degrees
$$2$$ pm:     $$33$$ degrees
What is the average temperature?
(A) $$24$$
(B) $$28$$
(C) $$36$$
(D) $$46$$
22- What is $$5,231.48245$$ rounded to the nearest tenth?
(A) $$5,231.482$$
(B) $$5,231.5$$
(C) $$5,231$$
(D) $$5,231.48$$
23- If a rectangular swimming pool has a perimeter of $$112$$ feet and it is $$22$$ feet wide, what is its area?
(A) $$1,896$$ square feet
(B) $$1,600$$ square feet
(C) $$1,464$$ square feet
(D) $$748$$ square feet
24- What is the volume of the following rectangle prism?
(A) $$15$$ ft$$^3$$
(B) $$20$$ ft$$^3$$
(C) $$24$$ ft$$^3$$
(D) $$120$$ ft$$^3$$
25- Which list shows the fractions listed in order from least to greatest?
$$\frac{1}{6} , \ \frac{1}{8}, \ \frac{1}{3}, \ \frac{1}{10}$$
(A) $$\frac{1}{3} , \ \frac{1}{6}, \ \frac{1}{8}, \ \frac{1}{10}$$
(B) $$\frac{1}{8} , \ \frac{1}{3}, \ \frac{1}{10}, \ \frac{1}{6}$$
(C) $$\frac{1}{6} , \ \frac{1}{10}, \ \frac{1}{3}, \ \frac{1}{8}$$
(D)  $$\frac{1}{10} , \ \frac{1}{8}, \ \frac{1}{6}, \ \frac{1}{3}$$
26- In a triangle ABC the measure of angle ACB is $$25^°$$ and the measure of angle CAB is $$45^°$$. What is the measure of angle ABC?
(A) 110
(B) 110 degrees
(C) 110degrees
(D) 110 degree
(E) 110
27- A car uses $$15$$ gallons of gas to travel $$450$$ miles. How many miles per gallon does the car get?
(A) $$26$$ miles per gallon
(B) $$28$$ miles per gallon
(C) $$30$$ miles per gallon
(D) $$34$$ miles per gallon
28- Number $$0.025$$ is equal to what percent?
(A) $$0.03\%$$
(B) $$0.25\%$$
(C) $$2.50\%$$
(D) $$25\%$$
29- If one acre of forest contains $$153$$ pine trees, how many pine trees are contained in $$32$$ acres?
(A) $$4,896$$
(B) $$4,602$$
(C) $$4,308$$
(D) $$4,062$$
30- Five out of $$30$$ students had to go to summer school. What is the ratio of students who did not have to go to summer school expressed, in its lowest terms?
(A) $$\frac{5}{6}$$
(B) $$\frac{7}{8}$$
(C) $$\frac{3}{4}$$
(D) $$\frac{6}{7}$$
31- Which of the following fractions is the largest?
(A) $$\frac{2}{5}$$
(B) $$\frac{1}{3}$$
(C) $$\frac{6}{9}$$
(D) $$\frac{5}{7}$$
32- If $$4$$ garbage trucks can collect the trash of $$28$$ homes in a day. How many trucks are needed to collect in $$70$$ houses?
(A) $$8$$
(B) $$9$$
(C) $$5$$
(D) $$10$$
33- A steak dinner at a restaurant costs $$8.25$$. If a man buys a steak dinner for himself and $$3$$ friends, what will the total cost be?
(A) $$27.00$$
(B) $$17.01$$
(C) $$33.00$$
(D) $$34.50$$
34- David’s motorcycle stalled at the beach and he called the towing company. They charged him $$3.45$$ per mile for the first $$22$$ miles and then $$4.25$$ per mile for each mile over $$22$$. David was $$26$$ miles from the motorcycle repair shop. How much was David’s towing bill?
(A) $$71.40$$
(B) $$81.90$$
(C) $$90.90$$
(D) $$92.90$$
35- If Ella needed to buy $$6$$ bottles of soda for a party in which $$10$$ people attended, how many bottles of soda will she need to buy for a party in which $$5$$ people are attending?
(A) $$3$$
(B) $$6$$
(C) $$9$$
(D) $$12$$
36- Julie gives $$8$$ pieces of candy to each of her friends. If Julie gives all her candy away, which amount of candy could have been the amount she distributed?
(A) $$187$$
(B) $$216$$
(C) $$243$$
(D) $$223$$
37- Three co–workers contributed $$10.25, \ 11.25$$, and $$18.45$$ respectively to purchase a retirement gift for their boss. What is the maximum amount they can spend on a gift?
(A) $$20.25$$
(B) $$27.17$$
(C) $$39.95$$
(D) $$47.06$$
38- A rectangular plot of land is measured to be $$160$$ feet by $$200$$ feet. What is its total area?
(A) $$20,200$$ square feet
(B) $$28,404$$ square feet
(C) $$32,000$$ square feet
(D) $$2,040$$ square feet
39- A barista averages making $$12$$ cups of coffee per hour. At this rate, how many hours will it take until she’s made $$960$$ cups of coffee?
(A) $$75$$
(B) $$80$$
(C) $$85$$
(D) $$90$$
40- Ava needs $$1/5$$ of an ounce of salt to make $$1$$ cup of dip for fries. How many cups of dip will she be able to make if she has $$50$$ ounces of salt?
(A) $$35$$
(B) $$55$$
(C) $$75$$
(D) $$250$$
 1- Choice D is correct The correct answer is $$9$$The line segment is from $$1$$ to $$- \ 8$$. Therefore, the line is $$9$$ units. $$1 – \ (- \ 8)= 1 \ + \ 8=9$$ 2- Choice A is correct The correct answer is $$1,350$$Use area of rectangle formula.Area $$=$$ length $$×$$ width $$⇒ A = 30 \ ×\ 45 ⇒ A = 1,350$$ 3- Choice A is correct The correct answer is $$32$$average (mean) $$= \frac{sum \ of \ terms}{number \ of \ terms}⇒$$average $$=\frac{ 32 \ + \ 35 \ + \ 29}{3} ⇒$$average $$= 32$$ 4- Choice A is correct The correct answer is $$3 : 2$$Peter’s speed $$= \frac{120}{4} = 30$$Jason’s speed $$= \frac{160}{8} = 20$$$$\frac{The \ average \ speed \ of \ peter}{The \ average \ speed \ of \ Jason}= \frac{30}{20}$$ equals to: $$\frac{3}{2}$$ or $$3 : 2$$ 5- Choice B is correct The correct answer is $$8 \ (4 \ - \ x)=96$$Plug in $$x=- \ 8$$ in each equation. A. $$x \ (2 \ x \ - \ 4)=120→(- \ 8) \ (2 \ (- \ 8) \ - \ 4)=(- \ 8) \ × \ ( - \ 16 \ - \ 4)=160$$B. $$8 \ (4 \ - \ x)=96→8 \ (4 \ - \ (- \ 8)=8 \ (12)=96$$C. $$2 \ (4 \ x \ + \ 6)=79→2 \ (4 \ (- \ 8) \ + \ 6)=2 \ (- \ 32 \ + \ 6)=- \ 52$$D. $$6 \ x \ - \ 2=- \ 46→6 \ (- \ 8) \ - \ 2=- \ 48 \ - \ 2= - \ 50$$Only option B is correct. 6- Choice B is correct The correct answer is $$25.12$$The diameter of the circle is $$8$$ inches.Therefore, the radius of the circle is $$4$$ inches. Use circumference of circle formula. $$C = 2 \ π \ r ⇒ C = 2 \ × \ 3.14 \ × \ 4 ⇒ C = 25.12$$ 7- Choice B is correct The correct answer is $$15$$$$3$$ workers can walk $$9$$ dogs $$⇒ 1$$ workers can walk $$3$$ dogs.$$5$$ workers can walk $$(5 \ × \ 3) \ 15$$ dogs. 8- Choice C is correct The correct answer is $$(0, \ 0)$$The horizontal axis in the coordinate plane is called the $$x-$$axis. The vertical axis is called the $$y-$$axis.The point at which the two axes intersect is called the origin.The origin is at $$0$$ on the $$x-$$axis and $$0$$ on the $$y-$$axis. 9- Choice C is correct The correct answer is $$435$$$$19 \ + \ (16 \ × \ 26) = 19 \ + \ 416 = 435$$ 10- Choice D is correct The correct answer is $$38$$$$1$$ hour: $$4.75$$$$8$$ hours: $$8 \ × \ 4.75 = 38$$ 11- Choice C is correct The correct answer is $$143^°$$An obtuse angle is an angle of greater than $$90^°$$ and less than $$180^°$$.From the options provided, only option C ($$143$$ degrees) is an obtuse angle. 12- Choice A is correct The correct answer is $$\frac{23}{9}$$$$6 \ – \ 3 \ \frac{4}{9} = \frac{54}{9} \ - \ \frac{31}{9} = \frac{23}{9}$$ 13- Choice D is correct The correct answer is $$13.64\%$$The number of guests that are not present are $$(220 \ – \ 190) \ 30$$ out of $$220 = \frac{30}{220}$$Change the fraction to percent:$$\frac{30}{220} \ × \ 100\%=13.64\%$$ 14- Choice D is correct The correct answer is $$=$$Each kilogram is $$1,000$$ grams.$$18,023$$ grams $$= \frac{18,023}{1,000}=18.023$$ kilograms. Therefore, two amounts provided are equal. 15- Choice B is correct The correct answer is $$300$$Aria teaches $$36$$ hours for three identical courses.Therefore, she teaches $$12$$ hours for each course.Aria earns $$25$$ per hour.Therefore, she earned $$300 \ (12 \ × \ 25)$$ for each course. 16- Choice C is correct The correct answer is $$63\%$$The number of female students in the class is $$(60 \ – \ 22) \ 38$$ out of $$60 = \frac{38}{60}$$Change the fraction to percent:$$\frac{38}{60} \ × \ 100\%=63\%$$ 17- Choice C is correct The correct answer is $$114$$Write a proportion and solve.$$\frac{6 \ soft \ drinks}{9 \ guests} = \frac{x}{171\ guests}$$ $$x =\frac{171 \ × \ 6}{9} ⇒x=114$$ 18- Choice C is correct The correct answer is $$6$$ TimesEvery $$90$$ minutes Emma checks her email.In $$9$$ hours ($$540$$ minutes), Emma checks her email $$(540 \ ÷ \ 90) \ 6$$ times. 19- Choice C is correct The correct answer is $$59\%$$There are $$44$$ students in the class.$$18$$ of the are male and $$26$$ of them are female. $$26$$ out of $$44$$ are female. Then:$$\frac{26}{44}=\frac{x}{100}→$$$$2,600=44 \ x→$$$$x=2,600 \ ÷ \ 44 \approx 59\%$$ 20- Choice C is correct The correct answer is $$43$$Divide the number flowers by $$12: \ 516 \ ÷ \ 12 = 43$$ 21- Choice A is correct The correct answer is $$24$$average (mean) $$= \frac{sum\ of \ terms}{number \ of\ terms}⇒$$average $$=\frac{2 \ + \ 5 \ + \ 22 \ + \ 28 \ + \ 32 \ + \ 35 \ + \ 35 \ + \ 33}{8} ⇒$$average $$= 24$$ 22- Choice B is correct The correct answer is $$5,231.5$$Rounding decimals is similar to rounding other numbers.If the hundredths and thousandths places of a decimal is forty-nine or less, they are dropped, and the tenths place does not change.For example, rounding $$0.843$$ to the nearest tenth would give $$0.8$$.Therefore, $$5,231.48245$$ rounded to the nearest tenth is $$5,231.5$$. 23- Choice D is correct The correct answer is $$748$$ square feetPerimeter of rectangle formula: P $$= 2$$ (length $$+$$ width) $$⇒112 =2 \ (l \ + \ 22) ⇒ l= 34$$Area of rectangle formula: $$A =$$ length $$×$$ width $$⇒ A = 34 \ × \ 22 ⇒ A = 748$$ 24- Choice D is correct The correct answer is $$120$$ ft$$^3$$Use volume of rectangle prism formula.$$V =$$ length $$×$$ width $$×$$ height $$⇒$$$$V= 6 \ × \ 4 \ × \ 5 ⇒ V= 120$$ 25- Choice D is correct The correct answer is $$\frac{1}{10} , \ \frac{1}{8}, \ \frac{1}{6}, \ \frac{1}{3}$$In fractions, when denominators increase, the value of fractions decrease and as much as numerators increase, the value of fractions increase.Therefore, the least one of this list is: $$\frac{1}{10}$$ and the greatest one of this list is: $$\frac{1}{3 }$$ 26- Choice E is correct The correct answer is $$110^°$$All angles in every triangle add up to $$180^°$$. Let $$x$$ be the angle ABC. Then:$$180 = 25 \ + \ 45 \ + \ x ⇒ x=110^°$$ 27- Choice C is correct The correct answer is $$30$$ miles per gallonWrite a proportion and solve.$$15$$ gallons: $$450$$ miles$$1$$ gallon: $$450 \ ÷ \ 15 = 30$$ miles 28- Choice C is correct The correct answer is $$2.5\%$$ $$0.025 = \frac{25}{1000} = \frac{2.5}{100} = 2.5\%$$ 29- Choice A is correct The correct answer is $$4,896$$ $$1$$ acre: $$153$$ pine trees$$32$$ acres: $$153 \ × \ 32 = 4,896$$ pine trees 30- Choice A is correct The correct answer is $$\frac{5}{6}$$ The students that had to go to summer school is 5 out of $$30 = \frac{5}{30} = \frac{1}{6}$$Therefore $$\frac{5}{6}$$ students did not have to go to summer school. 31- Choice D is correct The correct answer is $$\frac{5}{7}$$ $$\frac{2}{5} = 0.4$$$$\frac{1}{3} = 0.33$$$$\frac{6}{9} = 0.67$$$$\frac{5}{7} = 0.71$$$$\frac{5}{7}$$ is the largest. 32- Choice D is correct The correct answer is $$10$$ $$4$$ garbage trucks can collect the trash of $$28$$ homes.Then, one garbage truck can collect the trash of $$7$$ homes.To collect trash of $$70$$ houses, $$10 \ (70 \ ÷ \ 7)$$ garbage trucks are required. 33- Choice C is correct The correct answer is $$33.00$$ $$4$$ steak dinners $$= 4 \ × \ 8.25 = 33$$ 34- Choice D is correct The correct answer is $$92.90$$ $$3.45$$ per mile for the first $$22$$ miles.Therefore, the cost for the first $$22$$ miles is:$$22 \ × \ 3.45 = 75.9$$$$4.25$$ per mile for each mile over $$22$$, therefore, $$4$$ miles over $$22$$ miles cost:$$4 \ × \ 4.25 = 17$$In total, David pays:$$75.9 \ + \ 17 = 92.90$$ 35- Choice A is correct The correct answer is $$3$$ Write a proportion and solve.$$\frac{6 \ soft \ drinks}{10 \ guests} = \frac{x}{5 \ guests}$$ $$x =\frac{5 \ × \ 6}{10} ⇒x=3$$ 36- Choice B is correct The correct answer is $$216$$ The number of candies should be a whole number! Check each option provided. A. $$167 \ ÷ \ 8 = 23.375$$B. $$216 \ ÷ \ 8 = 27$$C. $$243 \ ÷ \ 8 = 30.375$$D. $$223 \ ÷ \ 8 = 27.875$$Only option B gives a whole number. 37- Choice C is correct The correct answer is $$39.95$$ They contributed:$$10.25 \ + \ 11.25 \ + \ 18.45 = 39.95$$ in total, so the maximum amount that they can spend is the sum of their contribution. 38- Choice C is correct The correct answer is $$32,000$$ Use area of rectangle formula.Area $$=$$ length $$×$$ width $$⇒ A= 160 \ × \ 200 ⇒ A= 32,000$$ 39- Choice B is correct The correct answer is $$80$$ $$12$$ cups: $$1$$ hour$$960$$ cups: $$960 \ ÷ \ 12 = 80$$ hours 40- Choice D is correct The correct answer is $$250$$ Write a proportion and solve.$$\frac{\frac{1}{5}}{50} = \frac{1}{x}⇒$$$$x = 50 \ × \ 5=250$$

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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