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Free Grade 5 STAAR Math Worksheets
11,958+ Texas TEKS-aligned practice questions across 12 topics. Print at home or practice online with a built-in AI tutor. No sign-up. No email. No paywall.
Looking for free Grade 5 STAAR math worksheets? You're in the right place. This page has 11,958+ TEKS-aligned practice questions for Grade 5 mathematics — every one of them free to print or practice online, no sign-up required. Built for Texas families preparing for the STAAR test.
Every question is tagged to a specific TEKS standard, modeled on real STAAR item formats, and reviewed by an AI quality gate that catches ambiguity and bad arithmetic before it reaches your kid. The full library covers 12 Grade 5 math topics: Place Value with Decimals, Adding & Subtracting Decimals, Multiplying & Dividing Decimals, Adding & Subtracting Fractions (Unlike Denominators), and more.
Scroll down for a sample of questions in each topic. Click Print 20-question worksheet on any topic to get a clean, printer-friendly PDF (with an answer key). Click Practice online with AI tutor to work through questions in the browser — wrong answers get a friendly walk-through from our built-in tutor.
Place Value with Decimals
TEKS 5.2A,5.2B,5.2CRead, write, compare, and round decimals to the thousandths.
What is the value of the 7 in 4.187?
- 7 tenths
- 7 hundredths
- 7 thousandths ✓
- 7 ones
Why: The 7 is in the third position after the decimal point, the thousandths place.
What digit is in the tenths place of 1921.310?
- 2
- 4
- 3 ✓
- 5
Why: Tenths is the 1st digit after the decimal, hundredths the 2nd, thousandths the 3rd. In 1921.310 the tenths digit is 3.
What digit is in the hundredths place of 8420.695?
- 9 ✓
- 10
- 8
- 11
Why: Tenths is the 1st digit after the decimal, hundredths the 2nd, thousandths the 3rd. In 8420.695 the hundredths digit is 9.
What is 45.591 rounded to the nearest hundredth?
- 45.59 ✓
- 45.58
- 45.60
- 45.69
Why: Look at the digit right of the hundredths place. 45.591 rounds to 45.59.
Round 6.845 to the nearest hundredth.
- 6.85 ✓
- 6.84
- 6.86
- 6.95
Why: Look at the digit right of the hundredths place. 6.845 rounds to 6.85.
Adding & Subtracting Decimals
TEKS 5.3A,5.3KAdd and subtract decimals using the standard algorithm.
What is 4.27 + 3.6?
- 7.88
- 7.97
- 7.87 ✓
- 7.86
Why: Line up the decimal points (3.6 = 3.60). 4.27 + 3.60 = 7.87.
Add 308.55 and 552.57.
- 861.13
- 861.12 ✓
- 861.22
- 861.11
Why: Line up the decimal points, then add. Result: 861.12.
Add 969.81 and 696.83.
- 1666.65
- 1666.74
- 1666.64 ✓
- 1666.63
Why: Line up the decimal points, then add. Result: 1666.64.
What is 631.93 − 607.72?
- 24.22
- 24.20
- 24.31
- 24.21 ✓
Why: Line up the decimal points, regroup as needed, and subtract. Result: 24.21.
842.21 − 85.52 = ?
- 756.70
- 756.68
- 756.79
- 756.69 ✓
Why: Line up the decimal points, regroup as needed, and subtract. Result: 756.69.
Multiplying & Dividing Decimals
TEKS 5.3D,5.3E,5.3F,5.3GMultiply and divide decimals by whole numbers and other decimals.
What is 0.6 × 7?
- 4.2 ✓
- 4.1
- 4.3
- 5.2
Why: 6 × 7 = 42, then place one decimal: 4.2.
33.6 × 6 = ?
- 201.5
- 202.6
- 201.6 ✓
- 201.7
Why: Multiply ignoring the decimal: 336 × 6 = 2016, then place 1 decimal: 201.6.
What is 1.4 × 6.8?
- 9.51
- 9.62
- 9.53
- 9.52 ✓
Why: Multiply as whole numbers, then place 2 decimal points (one from each factor). Result: 9.52.
6.7 groups of 8.7 equals what?
- 58.30
- 58.39
- 58.29 ✓
- 58.28
Why: Multiply as whole numbers, then place 2 decimal points (one from each factor). Result: 58.29.
468.8 divided by 8 equals what?
- 58.7
- 59.6
- 58.6 ✓
- 58.5
Why: 468.8 ÷ 8 = 58.6 because 58.6 × 8 = 468.8.
Adding & Subtracting Fractions (Unlike Denominators)
TEKS 5.3HAdd and subtract fractions and mixed numbers with unlike denominators.
What is 1/3 + 1/4?
- 2/7
- 1/12
- 7/12 ✓
- 5/7
Why: Common denominator 12: 1/3 = 4/12 and 1/4 = 3/12. 4/12 + 3/12 = 7/12.
Find the sum in simplest form: 1/10 + 6/12.
- 2/5
- 3/5 ✓
- 5/3
- 4/5
Why: Common denominator is 60. Convert: 1/10 = 6/60, 6/12 = 30/60. Sum = 36/60 = 3/5.
Add the fractions and simplify: 5/8 + 2/10.
- 33/40 ✓
- 32/40
- 34/40
- 40/33
Why: Common denominator is 40. Convert: 5/8 = 25/40, 2/10 = 8/40. Sum = 33/40 = 33/40.
9/10 − 1/3 = ? (simplest form)
- 30/17
- 17/30 ✓
- 16/30
- 18/30
Why: Common denominator 30: 9/10 = 27/30, 1/3 = 10/30. Difference = 17/30 = 17/30.
Find the difference in simplest form: 11/12 − 2/5.
- 32/60
- 30/60
- 60/31
- 31/60 ✓
Why: Common denominator 60: 11/12 = 55/60, 2/5 = 24/60. Difference = 31/60 = 31/60.
Multiplying & Dividing Fractions
TEKS 5.3I,5.3J,5.3LMultiply a whole number by a fraction and divide unit fractions by whole numbers (and the reverse).
What is 6 × 2/3?
- 12/3
- 4 ✓
- 9
- 1/4
Why: 6 × 2/3 = 12/3 = 4.
What is 1/4 ÷ 2?
- 1/2
- 1/6
- 1/8 ✓
- 2/4
Why: Splitting 1/4 into 2 equal parts gives 1/8 each.
How many 1/3-cup servings are in 4 cups?
- 4/3
- 7
- 12 ✓
- 16
Why: 4 ÷ 1/3 = 4 × 3 = 12 servings.
Order of Operations & Patterns
TEKS 5.4A,5.4E,5.4FUse order of operations and identify rules in numerical patterns.
Simplify: 12 + 4 × (6 − 2)
- 29
- 30
- 28 ✓
- 27
Why: Parentheses: 6−2 = 4. Multiply: 4×4 = 16. Add: 12+16 = 28.
Evaluate: 6 × (8 + 7)
- 89
- 92
- 90 ✓
- 91
Why: Parentheses first: 15. Then 6 × that. = 90.
10 × 5 + 6 × 10 = ?
- 112
- 110 ✓
- 111
- 109
Why: Both products first: 50 + 60. = 110.
What is the value of 2 + 11 × 10 − 14?
- 97
- 99
- 98 ✓
- 100
Why: Multiply first: 11 × 10 = 110. Then 2 + 110 − 14. = 98.
Evaluate: 13 × (12 + 3)
- 196
- 194
- 197
- 195 ✓
Why: Parentheses first: 15. Then 13 × that. = 195.
Coordinate Plane
TEKS 5.8A,5.8B,5.8CPlot ordered pairs in the first quadrant of the coordinate plane.
Which ordered pair is 4 units right and 2 units up from the origin?
- (2, 4)
- (4, 2) ✓
- (0, 4)
- (2, 0)
Why: Ordered pairs are (x, y), so 4 right then 2 up is (4, 2).
Classifying 2D Figures
TEKS 5.5AClassify two-dimensional figures into categories based on hierarchical attributes.
Which statement is ALWAYS true?
- All rectangles are squares.
- All squares are rectangles. ✓
- All rhombuses are squares.
- All trapezoids are parallelograms.
Why: A square is a special rectangle (4 right angles, opposite sides parallel) with all sides equal.
Volume of Rectangular Prisms
TEKS 5.4G,5.4H,5.6A,5.6BFind volume of rectangular prisms using V = l × w × h.
A box has length 5 cm, width 3 cm, and height 4 cm. What is its volume in cubic cm?
- 60 ✓
- 59
- 62
- 61
Why: V = 5 × 3 × 4 = 60 cubic cm.
A rectangular prism has length 10, width 16, and height 6. Find its volume.
- 961
- 960 ✓
- 962
- 959
Why: V = l × w × h = 10 × 16 × 6 = 960 cubic units.
What is the volume of a 13 by 5 by 6 box?
- 390 ✓
- 389
- 391
- 392
Why: V = l × w × h = 13 × 5 × 6 = 390 cubic units.
A rectangular prism has length 8, width 19, and height 7. Find its volume.
- 1063
- 1066
- 1065
- 1064 ✓
Why: V = l × w × h = 8 × 19 × 7 = 1,064 cubic units.
Find the volume of a rectangular prism that is 17 × 16 × 2 units.
- 545
- 546
- 543
- 544 ✓
Why: V = l × w × h = 17 × 16 × 2 = 544 cubic units.
Measurement Conversions
TEKS 5.7ASolve problems by converting within customary or metric measurement systems.
How many ounces are in 3 pounds?
- 48 ✓
- 49
- 47
- 50
Why: 1 pound = 16 ounces, so 3 × 16 = 48 oz.
Change 13 tons to pounds.
- 26001
- 26002
- 26000 ✓
- 25999
Why: 1 ton = 2000 pounds, so 13 tons = 26,000 pounds.
How many inches are in 23 feet?
- 277
- 278
- 276 ✓
- 275
Why: 1 foot = 12 inches, so 23 feet = 276 inches.
Change 40 L to mL.
- 39999
- 40001
- 40000 ✓
- 40002
Why: 1 L = 1,000 mL, so 40 L = 40,000 mL.
37 g equals how many mg?
- 37001
- 37002
- 37000 ✓
- 36999
Why: 1 g = 1,000 mg, so 37 g = 37,000 mg.
Data Analysis
TEKS 5.9A,5.9B,5.9CRepresent and interpret data with bar graphs, dot plots, scatterplots, and stem-and-leaf plots.
A scatterplot shows hours studied (x) vs. test score (y). Most points go up to the right. This pattern suggests…
- More study time tends to mean lower scores.
- More study time tends to mean higher scores. ✓
- There is no relationship.
- Everyone got the same score.
Why: An upward pattern (positive trend) means y increases as x increases.
Personal Financial Literacy
TEKS 5.10A,5.10B,5.10C,5.10E,5.10FIdentify income types, taxes, balance a simple budget, and weigh the cost of borrowing.
Lily earns $400 a week. After taxes, she takes home $340. The $340 is her…
- gross income
- net income ✓
- expense
- profit
Why: Net income is what remains after taxes are subtracted from gross income.
Income is $250 and expenses are $215. How many dollars are left to save?
- 36
- 37
- 35 ✓
- 34
Why: 250 − 215 = 35.
Common questions
Are these Grade 5 STAAR math worksheets really free?
Yes. Every worksheet on this page is free to print or practice online. We don't ask for an email or a credit card. The full library has more than 11,958 Grade 5 TEKS-aligned questions.
Are the questions aligned to the Texas STAAR test?
Yes. Every question is tagged to Texas Essential Knowledge and Skills (TEKS) for Grade 5 mathematics and modeled after STAAR question shapes (multi-choice, multi-select, and grid-in answer formats).
How do I print the worksheets?
Click any Print 20-question worksheet button. A clean, printer-friendly page opens. Use your browser's Print menu (Cmd+P on Mac, Ctrl+P on Windows) and the worksheet renders as a tidy PDF or paper handout, with an answer key on the last page.
Can my kid practice online instead of printing?
Yes. Every topic above has a Practice online with AI tutor link. The kid gets the same TEKS-aligned questions in the browser, and when they miss one, a built-in AI tutor walks them through it step by step. Correct answers earn real cents redeemable for toys.
Who built these worksheets?
GradeEarn is a Texas-focused STAAR prep app for K-12 families. Every question goes through an AI quality gate (gpt-4o for content review, Claude Sonnet 4.5 for independent math verification) before it reaches your kid — so you don't run into the typo-riddled "free worksheet PDF" experience that's all over the rest of the internet.