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write the unit fraction that should be placed in each blank

The worksheet in the image seems to be focused on writing unit fractions. Unit fractions are fractions with a numerator of 1. Here is a transcription and solution based on the visible content:

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### Task 1: Missing Unit Fractions

Write the unit fraction that should be placed in each blank.

1. 1 \[ __ \] = 1
2. 1 \[ __ \] = 1 / 5
3. 1 \[ __ \] = 1 / 4
4. 1 \[ __ \] = 1 / 3

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### Solutions

1. 1 \[ 1 \] = 1 (Because 1 divided by 1 is 1)
2. 1 \[ 5 \] = 1 / 5
3. 1 \[ 4 \] = 1 / 4
4. 1 \[ 3 \] = 1 / 3

These blanks should be filled with the denominators of the corresponding fractions to form the correct unit fractions. 

Would you like more details or have any questions about unit fractions? Here are some related questions to deepen your understanding:

1. What is a unit fraction?
2. Can you provide examples of unit fractions greater than 1/5?
3. How do you convert a non-unit fraction to a unit fraction?
4. What is the sum of two unit fractions?
5. How can you represent 1/2 as a sum of unit fractions?
6. How do unit fractions relate to dividing whole numbers?
7. What are some real-life applications of unit fractions?
8. How can unit fractions be represented on a number line?

**Tip:** Remember that unit fractions always have a numerator of 1, and their denominators indicate the total number of equal parts the whole is divided into.

Learn how to write unit fractions by solving for the missing numerators in this worksheet. Each blank should be filled with the denominator of the corresponding fraction to form a correct unit fraction. Suitable for students in Grades 3-5, this problem focuses on understanding fractions and unit fractions.

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