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🎓 Grade 1 📘 Math ⭐ Challenge

Counting by 5s Challenge Worksheet for Grade 1

Stretch counting-by-5s skills with longer sequences, repeated jumps, and reasoning clues in this free Grade 1 challenge worksheet.

  • Skill: Solve multi-step counting-by-5s challenges
  • Learning goal: Continue counting-by-5s sequences, track repeated jumps, and solve challenge clues through 100.
  • Format: Printable PDF worksheet

This counting by 5s challenge worksheet is for Grade 1 learners who are ready to use the pattern with fewer clues. The page begins with partly completed sequences, then asks children to count a set number of jumps, choose what comes next, and solve three reasoning problems. It is a good follow-up to basic practice because the child has to keep track of the rule and the starting point at the same time.

Use this free printable for a short extension lesson, a math-center challenge, tutoring, homework, or homeschool review. The numbers remain within 100, but the thinking is less predictable than a simple 5, 10, 15 list. A 1–100 chart may be useful for checking work, especially when a child is learning to count several jumps from a number in the middle.

Download the counting by 5s challenge worksheet PDF

Counting by 5s challenge worksheet overview

Section 1 has five rows that start at 5, 20, 35, 50, and 65. Three values are printed in each row and four boxes remain. Children must continue the sequence all the way to the end: for example, 5, 10, 15 becomes 20, 25, 30, 35.

Section 2 changes the question slightly. Instead of showing boxes for every step, it asks for the final value after counting a certain number of jumps: five more numbers after 10, four after 35, six after 55, and three after 75. Section 3 asks for the next number in five familiar sequences. Section 4, the Super Challenge, uses a before-and-after clue, a missing-number pattern, and a question about how many values appear in a path.

Skills this Grade 1 counting worksheet builds

  • Continue a +5 sequence from a middle starting value.
  • Keep track of repeated jumps without losing the starting number.
  • Use “after,” “fill,” and “how many numbers” clues carefully.
  • Explain a solution with addition, subtraction, or a number path.

How to introduce the challenge

Warm up with one oral sequence that does not begin at 5. Try 35, 40, 45, and ask for the next four values. If the learner hesitates, place a finger on a 1–100 chart and move five spaces at a time. The goal is to make the jump visible before the written challenge begins.

For Section 1, model the first row and stop after the first blank. Say, “15 plus 5 is 20.” Then ask the child to continue. For Section 2, draw five small arrows when the direction says “count five more numbers.” The fifth landing point is the answer, not the number of arrows already drawn. This distinction prevents off-by-one errors.

Read the Super Challenge clues slowly. In “I come after 90 when counting by 5,” the answer is one step after 90. In the final question, count the values in the path and include both the starting value and 60 if the wording asks how many numbers appear from 25 to 60.

Worked examples

Continue a long row

Starting with 35, 40, 45, the next four values are 50, 55, 60, and 65. Each blank is one +5 jump from the value before it.

Count a set number of jumps

Start at 35 and count four more numbers: 40 is jump one, 45 is jump two, 50 is jump three, and 55 is jump four. The final answer is 55.

Interpret a clue

The number after 90 when counting by 5s is 95. The word after means move forward one step, not back to 85.

Common mistakes and useful prompts

The most common error in this type of problem is counting the starting value as the first “more” number. If a child starts at 10 and must count five more, write the landings separately: 15, 20, 25, 30, 35. There are five new values, and 35 is the final one.

A learner may also stop the sequence too early in Section 1 or write a number ending in 0 or 5 that is not five away. Ask, “What was the last jump?” and check the difference between neighboring boxes. In the last challenge, children sometimes count only the jumps instead of the values. Have them write the complete path before giving a total.

Answer guide

Section 1 answers are: row a, 20, 25, 30, 35; row b, 35, 40, 45, 50; row c, 50, 55, 60, 65; row d, 65, 70, 75, 80; row e, 80, 85, 90, 95.

Section 2 final values are: a. 35, b. 55, c. 85, and d. 90. Section 3 answers are a. 40, b. 55, c. 70, d. 85, and e. 100.

For Section 4, a. 95; b. 70 and 80; c. 8 numbers when counting 25, 30, 35, 40, 45, 50, 55, 60. If a child gives a different response to part c, ask them to show the complete list and count each value aloud.

Support and extension ideas

For support, let the learner use a highlighted multiples-of-five chart or draw arrows above each +5 jump. Cover later boxes in Section 1 and reveal them one at a time. A short break between the sequence page and the Super Challenge can protect accuracy.

For an extension, ask the child to make a challenge that starts at 45 and ends at 100, count backward by 5 from 100, or write a clue whose answer is 75. Explain that a good clue must give enough information for another learner to solve it.

Where this skill fits in math

Counting by 5s supports equal groups, repeated addition, and early place-value thinking. It is useful preparation in Grade 1, while skip-counting by 5s appears explicitly in the Grade 2 Common Core place-value standard. Treat this challenge as an opportunity to stretch reasoning, not as a requirement that every first grader must complete independently.

Related practice

Children who need a gentler review can use the Counting by 1s worksheet collection or practise another equal-jump pattern with the Counting by 2s worksheets. Once the +5 rule feels secure, asking children to explain how they know an answer is more valuable than simply adding more rows.

Frequently asked questions

Is this worksheet suitable for every Grade 1 learner?

It is best for learners who already recognize the basic counting-by-5s sequence. If the challenge feels frustrating, return to concrete groups or a simpler missing-number page.

Why does the worksheet ask how many numbers are in a path?

That question checks whether the child can track a complete sequence, including the starting and ending values. Writing the path first makes the counting decision clear.