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Quizzes > High School Quizzes > Mathematics

Grade 1 Number Bonds Practice Quiz

Sharpen your math skills with fun exercises

Difficulty: Moderate
Grade: Grade 1
Study OutcomesCheat Sheet
Paper art showcasing Number Bonds Bonanza quiz for Grade 3 math students to boost confidence.

Easy
Fill in the blank: 6 + ? = 10.
3
5
6
4
Adding 6 and 4 gives 10. This simple bond reinforces the basic concept of decomposing numbers into parts.
Find the missing part: ? + 2 = 8.
6
7
5
4
Since 6 plus 2 equals 8, the missing number is 6. This problem helps build confidence in basic addition facts.
Complete the number bond: 3 + ? = 7.
6
3
4
5
Adding 3 and 4 gives 7, which is a straightforward example of a number bond. It reinforces the idea of finding complementary parts.
What number completes this bond: ? + 1 = 9.
7
5
8
9
Since 8 plus 1 equals 9, the missing number is 8. This question illustrates the basic principle of number bonds.
Determine the missing number: 5 + ? = 10.
7
4
6
5
Adding 5 and 5 results in 10, making 5 the correct missing number. It reinforces how equal parts can combine to form a whole.
Medium
Find the missing number: 7 + ? = 15.
6
8
9
7
Because 7 plus 8 equals 15, the correct missing number is 8. This question tests the ability to quickly identify the complementary part in a bond.
If one part is 5 and the total is 13, what is the other part?
8
10
7
9
Subtracting 5 from 13 gives 8, which is the missing part of the number bond. This reinforces subtraction as the reverse of addition.
Complete the bond: ? + 6 = 14.
7
6
9
8
Since 8 plus 6 equals 14, the correct answer is 8. This problem helps students practice determining missing components in number bonds.
Identify the missing number in the bond: 10 + ? = 18.
9
7
8
6
Adding 10 and 8 equals 18, so the missing number is 8. This question emphasizes the relationship between parts and the total in a number bond.
What number added to 4 gives 11?
6
8
7
5
Since 4 plus 7 equals 11, the missing number is 7. This reinforces basic addition and the identification of complementary numbers.
Determine the missing component if the total is 20 and one part is 12.
8
7
10
9
Subtracting 12 from 20 yields 8, making it the missing bond component. This question builds proficiency in reversing addition through subtraction.
Which number completes the bond: 9 + ? = 17?
7
8
9
10
Since 9 plus 8 is 17, the correct missing number is 8. This reinforces understanding of number relationships and bond completion.
Fill in: ? + 3 = 9.
8
7
6
5
Because 6 plus 3 equals 9, the correct answer is 6. This problem is designed to improve speed and accuracy in basic arithmetic bonds.
Find the missing addend: 11 + ? = 19.
8
9
7
10
Since 11 plus 8 gives 19, the missing number is 8. This reinforces the skill of identifying complementary pairs in addition.
If one part is 4 and the total bond is 10, what is the other part?
4
5
6
7
Subtracting 4 from 10 yields 6, which is the missing addend. This question supports the development of quick mental subtraction skills.
Hard
In a number bond for 30, one part is twice the other. What is the smaller part?
15
10
12
8
Let the smaller part be x. Then, twice x is the larger part, and x + 2x = 30, so 3x = 30; hence, x = 10. This problem applies proportional reasoning in number bonds.
A number bond has a total of 45, and one part is 5 less than the other. What is the larger part?
30
22
20
25
Let the larger part be x and the smaller be x - 5. The equation becomes x + (x - 5) = 45, which simplifies to 2x = 50. Therefore, x = 25. This question develops skills in setting up and solving simple equations.
If a number bond for 50 is divided into two parts such that the difference between the parts is 10, what is the smaller part?
25
15
30
20
Let the smaller part be x; then the larger part is x + 10. Setting up the equation x + (x + 10) = 50 leads to 2x + 10 = 50, and solving gives x = 20. This challenges students to apply algebraic thinking to number bonds.
A number bond for 36 is broken into two parts with one part 4 more than the other. What is the smaller part?
14
16
18
15
Let the smaller part be x and the larger part be x + 4. Then, x + (x + 4) = 36, which simplifies to 2x = 32, giving x = 16. This question reinforces the process of forming and solving equations from word problems.
A number bond totaling 48 is divided so that one part is three times the other. What is the larger part?
30
32
36
40
Let the smaller part be x; then the larger part is 3x. The equation x + 3x = 48 leads to 4x = 48, so x = 12, making the larger part 36. This problem encourages students to use multiplication and division in the context of number bonds.
0
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Study Outcomes

  1. Identify number bonds by breaking numbers into their component parts.
  2. Apply addition and subtraction strategies using segmented numbers.
  3. Analyze patterns in number bonds to enhance mental math skills.
  4. Demonstrate accuracy and speed in solving math problems involving number bonds.
  5. Build confidence for tests and exams through effective number bond practice.

Number Bonds Grade 1 Cheat Sheet

  1. Number Bonds Basics - Number bonds show how one whole number can split into two parts or how parts combine to form a whole. Visualizing that 5 can break into 2 and 3 (because 2 + 3 = 5) helps you see addition and subtraction as best friends. Grade 1 Number Bonds Practice | K5 Learning
  2. Use Visual Aids - Grab ten frames, counters or any tiny objects to represent number bonds and watch your understanding light up. These tools let you move pieces around, making abstract ideas super tangible. Grade 1 Number Bonds Practice | K5 Learning
  3. Matching Games & Flashcards - Turn studying into playtime by matching cards that show pairs adding up to the same total. Flashcards boost recall speed and turn you into a number-bond ninja in no time. Grade 1 Number Bonds Practice | K5 Learning
  4. Real-Life Scenarios - Apply number bonds to snack sharing, toy distribution or any daily task - because math is everywhere. When you split 8 cookies between friends, you're already practicing your bonds! Grade 1 Number Bonds Practice | K5 Learning
  5. Diagram Your Bonds - Number bond diagrams use circles and lines to map the relationship between a whole and its parts, turning numbers into visual stories. Jot them down on paper or a whiteboard for a creative math sketch session. Use 5-Groups and Number Bonds | Online Math Learning
  6. Fill-in-the-Blank Sheets - Worksheets with missing numbers challenge you to think flexibly - find the unknown partners that make each total. It's like a puzzle hunt where the prize is stronger addition and subtraction skills. Number Bonds Worksheets | Math Worksheets 4 Kids
  7. Interactive Online Games - Level up with digital activities that let you compose and decompose numbers with a click or a tap. These games add fun animations and rewards, so every correct bond feels like a mini victory dance. Number Bonds Activities | SplashLearn
  8. Master Bonds to Ten - Focus on all the ways to make numbers up to 10, because these are your math building blocks. Once you've nailed bonds for 1 - 10, you'll breeze through bigger sums with confidence. Number Bonds to 10 Worksheets | Online Math Learning
  9. Explore Different Pairs - Challenge yourself to list every pair that adds up to a given total - then race to see how many you can find in one minute. It's a fast-paced way to deepen your bond knowledge. Number Bonds Worksheets | Math-Aids.com
  10. Consistent Practice - Just like learning a song or a sport, regular practice of number bonds builds strong muscle memory. Keep at it daily and watch your math confidence soar sky-high! Number Bonds Challenge Worksheets | Twinkl
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