Let me analyze the image and solve the problems.The worksheet asks to either convert fractions to decimals or decimals to fractions. Below are the solutions:

Fractions to Decimals

1. 7/9:
   Divide $7 \div 9 = 0.777...$ (repeating).
   Decimal: $0.\overline{7}$.

2. 5/8:
   Divide $5 \div 8 = 0.625$.
   Decimal: $0.625$.

3. 9/10:
   Divide $9 \div 10 = 0.9$.
   Decimal: $0.9$.

4. 3/4:
   Divide $3 \div 4 = 0.75$.
   Decimal: $0.75$.

5. 11/20:
   Divide $11 \div 20 = 0.55$.
   Decimal: $0.55$.

Decimals to Fractions

1. 0.62:
   Rewrite as $62/100$, simplify to $31/50$.
   Fraction: $31/50$.

2. 0.725:
   Rewrite as $725/1000$, simplify to $29/40$.
   Fraction: $29/40$.

3. 0.925:
   Rewrite as $925/1000$, simplify to $37/40$.
   Fraction: $37/40$.

4. 0.05:
   Rewrite as $5/100$, simplify to $1/20$.
   Fraction: $1/20$.

5. 0.104:
   Rewrite as $104/1000$, simplify to $13/125$.
   Fraction: $13/125$.

6. 0.276:
   Rewrite as $276/1000$, simplify to $69/250$.
   Fraction: $69/250$.

Let me know if you need additional clarifications or details!

Additional Practice Questions:

1. Convert $7/8$ to a decimal.
2. Rewrite $0.875$ as a fraction in simplest form.
3. Simplify the fraction $48/64$.
4. Write $0.\overline{3}$ as a fraction.
5. Find the decimal equivalent of $1/3$.

Tip:

To convert a fraction to a decimal, divide the numerator by the denominator. Simplify fractions when converting decimals to fractions to their lowest terms.