 ## Full Length STAAR Grade 5 Practice Test

If you want to prepare for the STAAR Grade 5 Practice Test? It’s time to taking a Full-length STAAR Grade 5 Practice Test. It is the best way to simulate test day. To challenge your skills and simulate the full length STAAR Grade 5 Practice Test day experience, score your tests using the answer keys.

## STAAR Practice Test 1

1- In a bag, there are $$65$$ cards. Of these cards, $$13$$ cards are white. What fraction of the cards are white?
(A) $$\frac{1}{5}$$
(B) $$\frac{2}{7}$$
(C) $$\frac{13}{52}$$
(D) $$\frac{1}{4}$$
2- Which expression is equal to $$\frac{3}{11}$$?
(A) $$3 \ – \ 11$$
(B) $$3 \div 11$$
(C) $$3 \times 11$$
(D) $$\frac{11}{3}$$
3- If $$A = 20$$, then which of the following equations are correct?
(A) $$A \ + \ 20 = 40$$
(B) $$A \div 20 = 40$$
(C) $$20 \times A = 40$$
(D) $$20 \ - \ A = 40$$
4- How long does a $$425$$–miles trip take moving at $$50$$ miles per hour (mph)?
(A) $$4$$ hours
(B) $$6$$ hours and $$24$$ minutes
(C) $$8$$ hours and $$24$$ minutes
(D) $$8$$ hours and $$30$$ minutes
5- $$50$$ is What percent of $$40$$?
(A) $$20\%$$
(B) $$25\%$$
(C) $$125\%$$
(D) $$150\%$$
6- The perimeter of the trapezoid below is $$52$$. What is its area? (A) 104
(B) 104
(C) 104.0
(D) 104.00
7- The area of a circle is $$64 \ π$$. What is the circumference of the circle?
(A) $$8 \ π$$
(B) $$16 \ π$$
(C) $$32 \ π$$
(D) $$64 \ π$$
8- A rope weighs $$800$$ grams per meter of length. What is the weight in kilograms of $$12.2$$ meters of this rope? ($$1$$ kilograms $$= 1000$$ grams)
(A) $$0.0976$$
(B) $$0.976$$
(C) $$9.76$$
(D) $$9,760$$
9- Solve.
$$\frac{1}{2} \ + \ \frac{4}{5} \ – \ \frac{3}{10} =$$
(A) $$\frac{9}{10}$$
(B) $$\frac{2}{10}$$
(C) $$1$$
(D) $$2$$
10- How many $$\frac{1}{4}$$  cup servings are in a package of cheese that contains  $$6 \ \frac{1}{2}$$ cups altogether?
(A) 26
(B) 26
(C) 26.0
(D) 26.00
11- With what number must $$5.674321$$ be multiplied in order to obtain the number $$56,743.21$$?
(A) $$100$$
(B) $$1,000$$
(C) $$10,000$$
(D) $$100,000$$
12- Lily and Ella are in a pancake–eating contest. Lily can eat two pancakes per minute, while Ella can eat $$2 \ \frac{1}{2}$$ pancakes per minute. How many total pancakes can they eat in $$5$$ minutes?
(A) $$9.5$$ Pancakes
(B) $$29.5$$ Pancakes
(C) $$22.5$$ Pancakes
(D) $$11.5$$ Pancakes
13- The distance between cities A and B is approximately $$2,600$$ miles. If Alice drive an average of $$68$$ miles per hour, how many hours will it take Alice to drive from city A to city B?
(A) Approximately $$41$$ Hours
(B) Approximately $$38$$ Hours
(C) Approximately $$29$$ Hours
(D) Approximately $$27$$ Hours
14- $$12$$ yards $$4$$ feet and $$2$$ inches equals to how many inches?
(A) $$96$$ inches
(B) $$432$$ inches
(C) $$482$$ inches
(D) $$578$$ inches
15- Which expression has a value of $$– \ 8$$?
(A) $$8 \ – \ (– \ 2) \ + \ (– \ 18)$$
(B) $$2 \ + \ (– \ 3) \ × \ (– \ 2)$$
(C) $$– \ 6 \ × \ (– \ 6) \ + \ (– \ 2) \ × \ (– \ 12)$$
(D) $$(– \ 2) \ × \ (– \ 7) \ + \ 4$$
16- The drivers at G & G trucking must report the mileage on their trucks each week. The mileage reading of Ed’s vehicle was $$40,907$$ at the beginning of one week, and $$41,053$$ at the end of the same week. What was the total number of miles driven by Ed that week?
(A) $$46$$ MILES
(B) $$145$$ MILES
(C) $$146$$ MILES
(D) $$1,046$$ MILES
17- Solve.
$$\frac{5}{8} \ × \ \frac{4}{5} =$$
(A) $$\frac{1}{2}$$
(B) $$\frac{10}{40}$$
(C) $$\frac{20}{60}$$
(D) $$\frac{1}{4}$$
18- A cereal box has a height of $$28$$ centimeters. The area of the base is $$120$$ centimeters. What is the volume of the cereal box?
(A) 3,360
(B) 3360
(C) 3360
(D) 3360.0
19- Nancy ordered $$18$$ pizzas. Each pizza has $$8$$ slices. How many slices of pizza did Nancy ordered?
(A) $$124$$
(B) $$144$$
(C) $$156$$
(D) $$180$$
20- The length of a rectangle is $$\frac{3}{4}$$ of inches and the width of the rectangle is $$\frac{5}{6}$$ of inches. What is the area of that rectangle?
(A) $$\frac{1}{2}$$ in$$^2$$
(B) $$\frac{5}{8}$$ in$$^2$$
(C) $$\frac{20}{24}$$ in$$^2$$
(D) $$\frac{5}{24}$$ in$$^2$$
21- What is the volume of this box? (A) $$24$$ CM$$^3$$
(B) $$32$$ CM$$^3$$
(C) $$162$$ CM$$^3$$
(D) $$192$$ CM$$^3$$
22- How many square feet of tile is needed for a $$18$$ feet to $$18$$ feet room?
(A) $$72$$ Square Feet
(B) $$108$$ Square Feet
(C) $$216$$ Square Feet
(D) $$324$$ Square Feet
23- Of the $$2,400$$ videos available for rent at a certain video store, $$600$$ are comedies. What percent of the videos are comedies?
(A) $$18 \ \frac{1}{2} \%$$
(B) $$20\%$$
(C) $$22\%$$
(D) $$25\%$$
24- How many $$3 \ × \ 3$$ squares can fit inside a rectangle with a height of 54 and width of $$12$$?
(A) $$72$$
(B) $$62$$
(C) $$50$$
(D) $$44$$
25- ABC Corporation earned only $$200,000$$ during the previous year, two–third only of the management’s predicted income. How much earning did the management predict?
(A) $$20,000$$
(B) $$30,000$$
(C) $$300,000$$
(D) $$340,000$$
26- William keeps track of the length of each fish that he catches. Following are the lengths in inches of the fish that he caught one day: $$13, 14, 9, 11, 9, 10, 18$$
What is the median fish length that William caught that day?
(A) $$11$$ Inches
(B) $$9$$ Inches
(C) $$12$$ Inches
(D) $$13$$ Inches
27- $$9 \ + \ \left[ \ 8 \ × \ 5 \ \right] \ ÷ \ 2 =$$ ?
(A) 29
(B) 29
(C) 29.0
28- What is the median of these numbers? $$4, \ 9, \ 13, \ 8, \ 15, \ 18, \ 5$$
(A) $$8$$
(B) $$9$$
(C) $$13$$
(D) $$15$$
29- The area of the base of the following cylinder is $$50$$ square inches and its height is $$10$$ inches. What is the volume of the cylinder? (A) 500
(B) 500
(C) 500.0
30- A rope $$13$$ yards long is cut into $$4$$ equal parts. Which expression does NOT equal to the length of each part?
(A) $$13 \ ÷ \ 4$$
(B) $$\frac{13}{4}$$
(C) $$4 \ ÷ \ 13$$
(D) $$\require{enclose}$$ $$4 \enclose {longdiv}{13}$$
31- Calculate the area of the trapezoid in the following figure. (A) $$4.5$$ ft$$^2$$
(B) $$6.5$$ ft$$^2$$
(C) $$13$$ ft$$^2$$
(D) $$26$$ ft$$^2$$
32- Camille uses a $$30\%$$ off coupon when buying a sweater that costs $$50$$. How much does she pay?
(A) $$35$$
(B) $$40$$
(C) $$42.50$$
(D) $$45$$
33- A baker uses $$4$$ eggs to bake a cake. How many cakes will he be able to bake with $$188$$ eggs?
(A) $$46$$
(B) $$47$$
(C) $$48$$
(D) $$49$$
34- Which of the following angles is obtuse?
(A) $$20$$ Degrees
(B) $$40$$ Degrees
(C) $$89$$ Degrees
(D) $$110$$ Degrees
35- Which of the following fractions is the largest?
(A) $$\frac{5}{8}$$
(B) $$\frac{3}{7}$$
(C) $$\frac{8}{9}$$
(D) $$\frac{5}{11}$$
36- The area of a rectangle is $$D$$ square feet and its length is $$9$$ feet. Which equation represents $$W$$, the width of the rectangle in feet?
(A) $$W=\frac{D}{9}$$
(B) $$W=\frac{9}{D}$$
(C) $$W=9 \ D$$
(D) $$W=9 \ + \ D$$
37- Which list shows the fractions in order from least to greatest?
$$\frac{2}{3}, \frac{5}{7}, \frac{3}{10}, \frac{1}{2}, \frac{6}{13}$$
(A) $$\frac{2}{3}, \frac{5}{7}, \frac{3}{10}, \frac{1}{2}, \frac{6}{13}$$
(B) $$\frac{6}{13}, \frac{1}{2}, \frac{2}{3}, \frac{5}{7}, \frac{3}{10}$$
(C) $$\frac{3}{10}, \frac{2}{3}, \frac{5}{7}, \frac{1}{2}, \frac{6}{13}$$
(D) $$\frac{3}{10}, \frac{6}{13}, \frac{1}{2}, \frac{2}{3}, \frac{5}{7}$$
38- Which statement about $$5$$ multiplied by $$\frac{2}{3}$$ is true?
(A) The product is between $$2$$ and $$3$$
(B) The product is between $$3$$ and $$4$$
(C) The product is more than $$\frac{11}{3}$$
(D) The product is between $$\frac{14}{3}$$ and $$5$$
39- What is the volume of this box? (A) $$30$$ CM$$^3$$
(B) $$42$$ CM$$^3$$
(C) $$35$$ CM$$^3$$
(D) $$210$$ CM$$^3$$
40- A shirt costing $$200$$ is discounted $$15\%$$. Which of the following expressions can be used to find the selling price of the shirt?
(A) $$(200) \ (0.70)$$
(B) $$(200) \ – \ 200 \ (0.30)$$
(C) $$(200) \ (0.15) \ – \ (200) \ (0.15)$$
(D) $$(200) \ (0.85)$$
 1- Choice A is correct The correct answer is $$\frac{1}{5}$$There are $$65$$ cards in the bag and $$13$$ of them are white. Then, $$13$$ out of $$65$$ cards are white. You can write this as: $$\frac{13}{65}$$. To simplify this fraction, divide both numerator and denominator by $$13$$. Then:$$\frac{13}{65}=\frac{1}{5}$$ 2- Choice B is correct The correct answer is $$3 \ ÷ \ 11$$$$\frac{3}{11}$$ means $$3$$ is divided by $$11$$.The fraction line simply means division or $$÷$$. Therefore, we can write $$\frac{3}{11}$$ as $$3 \ ÷ \ 11$$. 3- Choice A is correct The correct answer is $$A \ + \ 20=40$$ Plug in $$20$$ for $$A$$ in the equations.Only option $$A$$ works. $$A \ + \ 20=40$$ $$20 \ + \ 20=40$$ 4- Choice D is correct The correct answer is $$8$$ hours and $$30$$ minutes$$50$$ miles : $$1$$ hour$$425$$ miles : $$425 \ ÷ \ 50 = 8.5$$ hours 5- Choice C is correct The correct answer is $$125\%$$Use percent formula:part $$= \frac{percent}{100} \ ×$$ whole$$50 = \frac{percent}{100} \ × 40 ⇒$$$$50 = \frac{percent \ × \ 40}{100} ⇒$$$$50 =\frac{percent \ × \ 4}{10}$$, multiply both sides by $$10$$.$$500 =$$ percent $$× \ 4$$, divide both sides by $$4$$. $$125 =$$ percent 6- Choice D is correct The correct answer is $$104$$First, find the missing side of the trapezoid.The perimeter of the trapezoid below is $$52$$.Therefore, the missing side of the trapezoid (its height) is:$$52 \ - \ 12 \ - \ 18 \ - \ 14=52 \ - \ 44=8$$Area of a trapezoid:A $$= \frac{1}{2} \ h (b_{1} \ + \ b_{2}) = \frac{1}{2} \ (8) \ (12 \ + \ 14) = 104$$ 7- Choice B is correct The correct answer is $$16 \ π$$Use area and circumference of circle formula.Area of a circle $$= π \ r^2 ⇒$$$$64 \ π = π \ r^2 ⇒ r= 8$$Circumference of a circle $$= 2 \ π \ r ⇒$$C $$= 2 \ × \ 8 \ × \ π ⇒$$C $$=16 \ π$$ 8- Choice C is correct The correct answer is $$9.76$$$$1$$ meter of the rope $$= 800$$ grams$$12.2$$ meter of the rope $$= 12.2 \ × \ 800 =9,760$$ grams $$= 9.76$$ kilograms 9- Choice C is correct The correct answer is $$1$$$$\frac{1}{2} \ + \ \frac{4}{5} \ – \ \frac{3}{10} = \frac{(5 \ × \ 1) \ + \ (2 \ × \ 4) \ - \ (1 \ × \ 3)}{10} = \frac{10}{10} = 1$$ 10- Choice D is correct The correct answer is $$26$$To solve this problem, divide $$6 \ \frac{1}{2}$$ by $$\frac{1}{4}$$.$$6 \ \frac{1}{2} \ ÷ \ \frac{1}{4}=\frac{13}{2} \ ÷ \ \frac{1}{4}=\frac{13}{2} \ × \ \frac{4}{1}=26$$ 11- Choice C is correct The correct answer is $$10,000$$The question is that number $$56,743.21$$ is how many times of number $$5.674321$$. 12- Choice C is correct The correct answer is $$22.5$$Lily eats $$2$$ pancakes in $$1$$ minute $$⇒$$Lily eats $$2 \ × \ 5$$ pancakes in $$5$$ minutes.Ella eats $$2 \ \frac{1}{2}$$ pancakes in $$1$$ minute $$⇒$$Ella eats $$2 \ \frac{1}{2} \ × \ 5$$ pancakes in $$5$$ minutes.In total Lily and Ella eat $$10 \ + \ 12.5$$ pancakes in $$5$$ minutes. 13- Choice B is correct The correct answer is Approximately $$38$$ hours. Alice drives $$68$$ miles in one hour.Therefore, she drives $$2600$$ miles in about $$(2600 \ ÷ \ 68) 38$$ hours. 14- Choice C is correct The correct answer is $$482$$ inches $$12$$ yards $$= 12 \ × \ 36 = 432$$ inches$$4$$ feet $$= 4 \ × \ 12 = 48$$ inches$$12$$ yards $$4$$ feet and $$2$$ inches $$= 432$$ inches $$+ \ 48$$ inches $$+ \ 2$$ inches $$= 482$$ inches 15- Choice A is correct The correct answer is $$8 \ – \ (– \ 2) \ + \ (– \ 18)$$Simplify each option provided using order of operations rules. A. $$8 \ – \ (– \ 2) \ + \ (– \ 18)=8 \ + \ 2 \ - \ 18=- \ 8$$ B. $$2 \ + \ (– \ 3) \ × \ (– \ 2)=2 \ + \ 6=8$$C. $$– \ 6 \ × \ (– \ 6) \ + \ (– \ 2) \ × \ (– \ 12)=36 \ + \ 24=60$$D. $$(– \ 2) \ × \ (– \ 7) \ + \ 4=14 \ + \ 4=18$$Only option A is $$- \ 8$$. 16- Choice C is correct The correct answer is $$146$$ milesTo find the answer, subtract $$40,907$$ from $$41,053$$.$$41,053 \ - \ 40,907=146$$ miles 17- Choice A is correct The correct answer is $$\frac{1}{2}$$$$\frac{5}{8} \ × \ \frac{ 4}{5}=\frac{5 \ × \ 4}{8 \ × \ 5}=\frac{20}{40}=\frac{1}{2}$$ 18- Choice D is correct The correct answer is $$3,360$$Use volume of cube formula.Volume $$=$$ base $$×$$ height $$⇒$$ V $$= 120 \ × \ 28 ⇒$$ V $$=3,360$$ 19- Choice B is correct The correct answer is $$144$$$$1$$ pizza has $$8$$ slices.$$18$$ pizzas contain $$(18 \ × \ 8) \ 144$$ slices. 20- Choice B is correct The correct answer is $$\frac{5}{8}$$ in$$^2$$Use area of rectangle formula.Area $$=$$ length $$×$$ width $$⇒$$A $$=\frac{3}{4} \ × \ \frac{5}{6} ⇒$$A $$=\frac{5}{8}$$ in$$^2$$ 21- Choice D is correct The correct answer is $$192$$ cm$$^3$$Use volume of cube formula.Voluem $$=$$ length $$×$$ width $$×$$ height $$⇒$$V $$= 6 \ × \ 4 \ ×\ 8 ⇒$$V $$=192$$ cm$$^3$$ 22- Choice D is correct The correct answer is $$324$$ square feet Find the area of the room which is a square.Use area of square formula.$$S =a^2 ⇒$$$$S = 18$$ feet $$× \ 18$$ feet $$= 324$$ square feet 23- Choice D is correct The correct answer is $$25\%$$Use percent formula:part $$= \frac{percent}{100} \ ×$$ whole$$600 = \frac{percent}{100} \ × \ 2400 ⇒$$$$600 =$$ percent $$× \ 24 ⇒$$percent $$=25$$ 24- Choice A is correct The correct answer is $$72$$Use area of rectangle formula.$$A = a \ × \ b ⇒ A= 54 \ × \ 12 ⇒ A= 648$$Divide the area by $$9 \ (3 \ × \ 3 = 9$$ squares) to find the number of squares needed.$$648 \ ÷ \ 9 = 72$$ 25- Choice C is correct The correct answer is $$300,000$$ABC Corporation's income $$= \frac{2}{3}$$ management’s predicted income.$$200,000 = \frac{2}{3}$$ management’s predicted incomemanagement’s predicted income $$= 200,000 \ × \ \frac{2}{3}=300,000$$ 26- Choice A is correct The correct answer is $$11$$Write the numbers in order:$$9, \ 9, \ 10, \ 11, \ 13, \ 14, \ 18$$Median is the number in the middle. Therefore, the median is $$11$$. 27- Choice C is correct The correct answer is $$29$$Use PEMDAS (order of operation):$$9 \ + \ \left[ \ 8 \ × \ 5 \ \right] \ ÷ \ 2 = 9 \ + \ (40) \ ÷ \ 2 = 9 \ + \ (40 \ ÷ \ 2) = 29$$ 28- Choice B is correct The correct answer is $$9$$Write the numbers in order:$$4, \ 5, \ 8, \ 9, \ 13, \ 15, \ 18$$Median is the number in the middle.Therefore, the median is $$9$$. 29- Choice C is correct The correct answer is $$500$$Use volume of cylinder formula.Voluem $$=$$ base $$×$$ heigth $$⇒ V=50 \ × \ 10 ⇒ V=500$$ 30- Choice C is correct The correct answer is $$4 \div 13$$13 yards long rope is cut into $$4$$ equal parts.Therefore, $$13$$ should be divided by $$4$$.Only option C is NOT $$13$$ divided by $$4$$. (It is $$4$$ divided by $$13$$) 31- Choice B is correct The correct answer is $$6.5$$ ft$$^2$$Use area of trapezoid formula.Area of trapezoid $$= \frac{1}{2} \ ×$$ heigth $$× ($$base $$1 \ +$$ base $$2) ⇒$$$$\frac{1}{2} \ × \ 2 \ × \ (2 \ + \ 4.5)=6.5$$ ft$$^2$$ 32- Choice A is correct The correct answer is $$35$$ Let $$x$$ be the new price after discount.$$x = 50 \ × (100 \ - \ 30)\%=50 \ × \ 70\%=50 \ × \ 0.70=35$$$$x = 35$$ 33- Choice B is correct The correct answer is $$47$$ $$4$$ eggs for $$1$$ cake.Therefore, $$188$$ eggs can be used for $$(188 \ ÷ \ 4) \ 47$$ cakes. 34- Choice D is correct The correct answer is $$110$$ DegreesAn obtuse angle is any angle larger than $$90$$ degrees.From the options provided, only D ($$110$$ degrees) is larger than $$90$$. 35- Choice C is correct The correct answer is $$\frac{8}{9}$$Compare the fractions.$$\frac{5}{8} \ > \ \frac{3}{7}$$ And $$\frac{8}{9} \ > \ \frac{5}{11}$$$$\frac{8}{9} \ > \ \frac{5}{8}$$ Therefore, $$\frac{8}{9}$$ is the biggest fraction. 36- Choice A is correct The correct answer is $$W= \frac{D}{9}$$Use area of rectangle formula.area of a rectangle $$=$$ width $$×$$ length $$⇒ D=w \ × \ l ⇒$$$$w=\frac{D}{l}= \frac{D}{9}$$ 37- Choice D is correct The correct answer is $$\frac{3}{10}, \frac{6}{13}, \frac{1}{2}, \frac{2}{3}, \frac{5}{7}$$To list the fractions from least to greatest, you can convert the fractions to decimal. $$\frac{2}{3} = 0.67$$$$\frac{5}{7} = 0.71$$$$\frac{3}{10} = 0.3$$$$\frac{1}{2} = 0.5$$$$\frac{6}{13} = 0.46$$$$\frac{3}{10} = 0.3, \ \frac{6}{13} = 0.46, \ \frac{1}{2} = 0.5, \ \frac{2}{3} = 0.67, \ \frac{5}{7} = 0.71$$Option D shows the fractions in order from least to greatest. 38- Choice B is correct The correct answer is The product is between $$3$$ and $$4$$$$5$$ multiplied by $$\frac{2}{3} = \frac{10}{3} = 3.33$$, therefore, only choice B is correct. 39- Choice D is correct The correct answer is The product is $$210$$ CM$$^3$$Use volume of rectangle formula.Volume of a rectangle $$=$$ width $$×$$ length $$×$$ heigth $$⇒ V=5 \ × \ 6 \ × \ 7 ⇒ V=210$$ 40- Choice D is correct The correct answer is The product is $$(200) \ (0.85)$$To find the selling price, multiply the price by $$(100\% –$$ rate of discount).Then: $$(200) \ (100\% \ – \ 15\%) = (200) \ (0.85) = 170$$$$(200) \ (100\% \ – \ 15\%) = (200) \ (0.85) = 170$$

### Practice Test 1

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### Practice Test 2

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