The fraction of area model A is 4/12. The fraction of area model B is 3/9. Compare the two fractions and write an equation or inequality to show how the two fractions are related. Use <,>, or =.

Question

The fraction of area model A is 4/12. The fraction of area model B is 3/9. Compare the two fractions and write an equation or inequality to show how the two fractions are related. Use <,>, or =.

Answer 1

To compare the two fractions, we can simplify both fractions by dividing the numerator and denominator by their greatest common factor.

For fraction A:
4/12 = 4 ÷ 4 / 12 ÷ 4 = 1/3

For fraction B:
3/9 = 3 ÷ 3 / 9 ÷ 3 = 1/3

Now, we can see that both fractions are equal. Therefore, the equation to show how the two fractions are related is:

1/3 = 1/3

This means that the fractions of area model A and area model B are equal.

Answer 2

Make it a medium sentence

Answer 3

The fractions representing the area models A (4/12) and B (3/9) are both simplified to 1/3, showing that they are equal.

Answer 4

A little bit longer

Answer 5

Both the fraction representing area model A (4/12) and the fraction representing area model B (3/9) simplify to 1/3, indicating that they are equal in value and representation.

Answer 6

LONGER PLEASE TO SHORT

Answer 7

The fractions representing area model A (4/12) and area model B (3/9) are both simplified to 1/3, demonstrating that they are equivalent and have the same value and representation.