how do you use the property of one to write 3 fractions equivalent to 5/9
(5/9)(4/4) =
(5/9)(2/2) =
(5/9)(765/765) =
15424 idk
To use the property of one to write three fractions equivalent to 5/9, we can multiply both the numerator and the denominator of 5/9 by the same number.
The property of one states that any fraction multiplied by the value one will not change its value. In other words, multiplying a fraction by 1 in a specific form will not alter its equivalence.
To find three equivalent fractions to 5/9, we can multiply both the numerator and the denominator by the same number three times. Let’s choose the number 2 for this demonstration.
Step 1: Multiply the numerator (5) by 2 and the denominator (9) by 2:
5/9 * 2/2 = 10/18
Step 2: Multiply the numerator (10) by 2 and the denominator (18) by 2:
10/18 * 2/2 = 20/36
Step 3: Multiply the numerator (20) by 2 and the denominator (36) by 2:
20/36 * 2/2 = 40/72
Therefore, three fractions equivalent to 5/9 are 10/18, 20/36, and 40/72.