Grade 1 Halves and Fourths
Halves and fourths for grade 1 — naming the equal parts of a sandwich, a pizza, a whole. Twelve questions on one printable page, answers included.
Equal parts of a whole. Write the fraction or the word that answers each question.
- 1.A sandwich is cut into 2 equal pieces. What fraction is 1 piece?
- 2.A pizza is cut into 4 equal slices. What fraction is 1 slice?
- 3.How many halves make one whole?
- 4.How many fourths make one whole?
- 5.A ribbon is folded into 2 equal parts. What is one part called? (Write the word.)
- 6.A square is split into 4 equal parts. What is one part called? (Write the word.)
- 7.A cracker is broken into 2 equal parts. You eat 1 part. What fraction did you eat?
- 8.An apple is cut into 4 equal parts. You eat 2 parts. What fraction did you eat?
- 9.A circle is cut into 4 equal parts. What fraction are 3 parts?
- 10.A shape is cut into 2 pieces that are NOT the same size. Are they halves? Write yes or no.
- 11.A pie is cut into 2 equal parts. What fraction are both parts together?
- 12.A paper strip is cut into 4 equal parts. What fraction is 4 parts?
What this worksheet covers
There are twelve fraction problems here, on one printable page, with the worked answer key on the second. Within that, every problem is set in a short real-world situation, so the first decision is which operation the situation calls for; several problems use mixed numbers, which have to be handled without dropping the whole-number part. It belongs to the part of the grade 1 sequence concerned with equal shares, before any notation.
Skills practiced
Grade 1 sits in the stretch of the fractions progression concerned with equal shares, before any notation. To finish it, a student has to read a situation and choose an operation before computing and work in fractional units and simplify the result. The useful question after marking is not how many were right but whether the same method produced all of them.
How to use this worksheet
Grade 1 attention runs short, so split these twelve problems over two or three short sittings rather than pushing through in one. Keep a number line or a ten-frame within reach — reaching for it is a strategy, not a failure. Mark it the same day using the key on page two — an error caught immediately is a correction, and one caught next week is a habit.
One mistake to watch for
Numerators and denominators added separately: 1/2 + 1/3 = 2/5.
The fraction is being read as two independent whole numbers rather than as a count of a sized unit.
Ask for an estimate first — 1/2 plus something must exceed 1/2, and 2/5 is less. Then rebuild with fraction strips: halves and thirds have to become sixths before they can be counted.
Related worksheets
A step either side
Where this skill comes from and where it goes next. Drop back a grade when the page stalls; move up when it does not.
- Grade 2 Halves, Thirds, and Fourths — grade 2, 14 problems
One PDF, twelve problems, and a full key: this is grade 1 fractions practice for equal shares, before any notation, free for home and classroom use.