for 1 - 8, fill in the missing numbers to find equivalent fractions.
1. $dfrac{5div5}{10div5}=dfrac{square}{square}$
2. $dfrac{2div2}{12div2}=dfrac{square}{square}$
3. $dfrac{12div3}{6div3}=dfrac{square}{square}$
5. $dfrac{25divsquare}{100divsquare}=dfrac{square}{4}$
6. $dfrac{8divsquare}{12divsquare}=dfrac{2}{square}$
7. $dfrac{70divsquare}{100divsquare}=dfrac{7}{square}$

Question

Accepted Answer

### Problem 1:
# Explanation:
## Step1: Simplify numerator and denominator
Simplify $ \frac{5\div5}{10\div5} $. First, calculate $ 5\div5 = 1 $ and $ 10\div5 = 2 $.
## Step2: Form the fraction
So the fraction becomes $ \frac{1}{2} $.
# Answer:
$ \frac{1}{2} $ (numerator: 1, denominator: 2)

### Problem 2:
# Explanation:
## Step1: Simplify numerator and denominator
Simplify $ \frac{2\div2}{12\div2} $. Calculate $ 2\div2 = 1 $ and $ 12\div2 = 6 $.
## Step2: Form the fraction
The fraction is $ \frac{1}{6} $.
# Answer:
$ \frac{1}{6} $ (numerator: 1, denominator: 6)

### Problem 3:
# Explanation:
## Step1: Simplify numerator and denominator
Simplify $ \frac{12\div3}{6\div3} $. Calculate $ 12\div3 = 4 $ and $ 6\div3 = 2 $.
## Step2: Form the fraction
The fraction is $ \frac{4}{2} $ (or can be further simplified to $ 2 $, but as a fraction, $ \frac{4}{2} $).
# Answer:
$ \frac{4}{2} $ (numerator: 4, denominator: 2)

### Problem 5:
# Explanation:
## Step1: Analyze the fraction $ \frac{25}{100} $
We know that $ 25\div25 = 1 $ and we want to get $ \frac{\square}{4} $. Since $ 100\div25 = 4 $, we divide numerator and denominator by 25.
## Step2: Simplify the fraction
So $ \frac{25\div25}{100\div25}=\frac{1}{4} $. The missing number in the numerator's division is 25, denominator's division is 25, and the numerator of the result is 1.
# Answer:
$ \frac{25\div25}{100\div25}=\frac{1}{4} $ (numerator division: 25, denominator division: 25, result numerator: 1)

### Problem 6:
# Explanation:
## Step1: Analyze the fraction $ \frac{8}{12} $
We want to get $ \frac{2}{\square} $. First, find what 8 is divided by to get 2: $ 8\div4 = 2 $. So we divide numerator and denominator by 4.
## Step2: Simplify the denominator
Then $ 12\div4 = 3 $. So $ \frac{8\div4}{12\div4}=\frac{2}{3} $. The missing number in the numerator's division is 4, denominator's division is 4, and the denominator of the result is 3.
# Answer:
$ \frac{8\div4}{12\div4}=\frac{2}{3} $ (numerator division: 4, denominator division: 4, result denominator: 3)

### Problem 7:
# Explanation:
## Step1: Analyze the fraction $ \frac{70}{100} $
We want to get $ \frac{7}{\square} $. Find what 70 is divided by to get 7: $ 70\div10 = 7 $. So we divide numerator and denominator by 10.
## Step2: Simplify the denominator
Then $ 100\div10 = 10 $. So $ \frac{70\div10}{100\div10}=\frac{7}{10} $. The missing number in the numerator's division is 10, denominator's division is 10, and the denominator of the result is 10.
# Answer:
$ \frac{70\div10}{100\div10}=\frac{7}{10} $ (numerator division: 10, denominator division: 10, result denominator: 10)

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QUESTION IMAGE

Question

Explanation:

Problem 1:

Step1: Simplify numerator and denominator

Step2: Form the fraction

Step1: Simplify numerator and denominator

Step2: Form the fraction

Step1: Simplify numerator and denominator

Step2: Form the fraction

Answer:

Problem 2: