Counting to 20
Learning Objectives
- Count from 1 to 20 without skipping
- Match numbers to sets of objects up to 20
Concept Explanation
Being able to count from 1 to 20 is a foundational skill in early math. Students learn to label each object in a set with a unique number name (1-to-1 correspondence) and recite the counting sequence in the correct order. Mastering this lays the groundwork for understanding larger numbers later.
Worked Examples
Example 1
Problem: Count the stars (imagine 7 stars).
Solution: 7
Explanation: Assign each star a number from 1 to 7.
Example 2
Problem: What comes after 11 when counting up?
Solution: 12
Explanation: 12 is the next number in the sequence after 11.
Example 3
Problem: If you have 15 sticks and get 4 more, how many do you have in total?
Solution: 19
Explanation: You continue counting: 16, 17, 18, 19.
Common Errors
Error | Correction | Reason |
---|---|---|
Skipping numbers (e.g., 1, 2, 4) | Recite each number carefully | Missing a number breaks the correct counting order. |
Mixing numerals and words (e.g., “1, 2, three”) | Practice uniform counting methods | Consistency in naming helps avoid confusion. |
Forgetting zero | Include 0 as a valid number | Zero is important for place value and future math. |
Practice Problems
- Problem: Count from 1 up to 5 out loud.Solution: 1, 2, 3, 4, 5
- Problem: What number comes after 9?Solution: 10
- Problem: How many objects are here: ● ● ● (3 circles)?Solution: 3
- Problem: Is 15 bigger than 10?Solution: Yes, 15 is greater.
- Problem: What number comes right before 20?Solution: 19
Real-World Application Example
When singing the “Counting Song” or playing “Hide and Seek,” you often count up to 20 to give others time to hide. Mastering this sequence ensures no one is rushed or missed.
Related Concepts
- Number Sequencing and Patterns (Counting Cardinality)
- Skip Counting by 2s, 5s, and 10s (Counting Cardinality)