1st Grade Worksheets

Teach subtraction through multiple strategies, not just one algorithm. First graders should understand subtraction as both "taking away" (I had 8 cookies, I ate 3, how many are left?) and "finding the difference" (I have 8 stickers, you have 5, how many more do I have?). Start with physical manipulatives: use counters, blocks, or a ten frame where the child removes objects and counts what remains. Then introduce number lines where students hop backward. Teach the "count up" strategy for problems like 12 - 9: instead of counting back 9, start at 9 and count up to 12 (9, 10, 11, 12 — that is 3 hops). This strategy is faster and less error-prone. Connect subtraction to addition explicitly: if 7 + 5 = 12, then 12 - 5 = 7. This relationship (fact families) is one of the most powerful tools for building subtraction fluency within 20.

The simplest way to explain place value is to show that the position of a digit tells you its value. Use physical base-ten blocks: a single unit cube is worth 1, a rod of ten is worth 10, and a flat of one hundred is worth 100. Have your child build the number 34 using 3 tens rods and 4 ones cubes, then physically demonstrate that the 3 in 34 does not mean "three" — it means "thirty" because it sits in the tens place. Practice bundling and unbundling: give your child 15 craft sticks and rubber bands, and have them group the sticks into 1 ten and 5 ones. This hands-on bundling makes the abstract concept of place value tangible. Always connect the physical model to the written number, pointing out how each digit matches a group of blocks.

Digraphs are typically introduced in the second half of kindergarten or the beginning of first grade, after students have mastered individual letter sounds and can blend simple CVC words (like "cat" and "pin"). The Science of Reading research supports teaching digraphs before consonant blends because digraphs represent a single sound (making them conceptually simpler) while blends require students to hear two separate sounds produced quickly together. The usual teaching order is sh first (most common, most distinct sound), then ch, th (starting with the unvoiced sound as in "thin"), and wh. Many phonics programs introduce digraphs around weeks 15 to 20 of a kindergarten scope and sequence. If your child can read CVC words reliably, they are ready for digraphs.

Teach short vowels one at a time with a clear anchor word and picture for each: /a/ with "apple," /i/ with "itch," /o/ with "octopus," /u/ with "umbrella," and /e/ with "egg." Post these anchor charts prominently so students can reference them while reading and writing. Introduce short a first (it appears in the most CVC words), followed by i, o, u, and e. For each vowel, start with listening activities: "Do you hear /a/ in 'cat'? In 'cup'?" Then move to reading CVC words with that vowel, then writing them. Avoid introducing short e and short i back-to-back because their sounds are easily confused — put at least one other vowel between them. Use word sorts where students categorize CVC words by their medial vowel sound. Picture sorts work well for children who are not yet fluent readers. Once all five short vowels are introduced, mixed practice comparing them is essential for mastery.

By the end of first grade, students should have several subtraction strategies in their toolkit per Common Core standard 1.OA.C.6. These include counting back (for small subtrahends like subtracting 1, 2, or 3), counting up from the smaller number to the larger number (especially useful when numbers are close together, like 11 - 8), using related addition facts (if I know 6 + 4 = 10, then 10 - 4 = 6), making a ten (for 15 - 7, decompose: 15 - 5 = 10, then 10 - 2 = 8), and using doubles (if 6 + 6 = 12, then 12 - 6 = 6). The goal is not to memorize all strategies but to have efficient ways to find any difference within 20. By spring, first graders should fluently subtract within 10 (automatic recall) and use strategies to subtract within 20.

First graders learn that a two-digit number is composed of tens and ones (Common Core 1.NBT.B.2). For example, the number 47 is made up of 4 tens and 7 ones, which equals 40 + 7. This understanding is foundational for addition and subtraction with regrouping in second grade. First graders should be able to represent two-digit numbers with base-ten blocks or drawings, decompose numbers into tens and ones, compare two-digit numbers using the symbols >, =, and <, and use place value understanding to add within 100. A common milestone check: can your child tell you that the 6 in 63 means "sixty" or "6 tens"? If they say it means "six," they need more practice with concrete models before moving to abstract number work.

The key difference is that in a blend, you can hear each individual letter sound, while in a digraph, the two letters make one entirely new sound. In the blend "bl" (as in "black"), you can hear both the /b/ and the /l/ sounds blended together. In the digraph "sh" (as in "ship"), you cannot hear /s/ or /h/ — the combination creates a unique sound. Common blends include bl, br, cl, cr, dr, fl, fr, gl, gr, pl, pr, sl, sm, sn, sp, st, sw, and tr. Common digraphs include sh, ch, th, wh, and ph. A helpful test for children: "Can you hear both letters? If yes, it is a blend. If the letters make a brand-new sound, it is a digraph." This distinction matters for decoding because students must learn to treat digraph pairs as a single unit when sounding out words.

Children begin developing subtraction understanding as early as age 4 or 5 through everyday experiences — sharing snacks equally, noticing when objects are taken away, or comparing who has more. Formal subtraction instruction begins in kindergarten, where students learn to subtract within 10 using objects and drawings (Common Core K.OA.A.1 and K.OA.A.2). By the end of first grade (age 6 to 7), students are expected to fluently subtract within 10 and use strategies to subtract within 20 (1.OA.C.6). By second grade, children extend subtraction to numbers within 100 using place value strategies. If your first grader still needs to count every subtraction problem on their fingers, focus on building fact families and the "count up" strategy. Conceptual understanding — knowing what subtraction means and when to use it — is more important in first grade than speed.