Let's compare the probabilities for each event and order them from largest to smallest.

Probabilities Breakdown:

1. Event 1: $\frac{47}{110}$

   • Probability = $\frac{47}{110} = 0.427$

2. Event 2: $0.3$

3. Event 3: $32.9\%$

   • Probability = $0.329$

4. Event 4: $\frac{135}{225}$

   • Probability = $\frac{135}{225} = 0.6$

Order from largest to smallest:

• Event 4: $0.6$
• Event 1: $0.427$
• Event 3: $0.329$
• Event 2: $0.3$

So, the correct order is 4, 1, 3, 2.

Would you like more details on the calculations or have any questions?

5 Related Questions:

1. How do you convert fractions to decimal probabilities?
2. What is the difference between a probability expressed as a fraction and a percentage?
3. How can you compare probabilities when they are given in different forms (fractions, decimals, percentages)?
4. What are the common methods for ranking probabilities in a data set?
5. How does probability help in predicting real-life outcomes?

Tip:

When comparing probabilities in different formats, always convert them to the same format (decimals, percentages, or fractions) to avoid confusion.