Alice attends 25 words on the spelling quiz and gets 18 right Julian attempts 20 words on the quiz and gets 15 right who gets a greater percentage of question rights who performs better

To determine who performed better, we need to calculate the percentage of correct answers for both Alice and Julian.

**Alice:**
- Total words: 25
- Correct words: 18

The percentage for Alice is calculated as:
\[
\left( \frac{18}{25} \right) \times 100 = 72\%
\]

**Julian:**
- Total words: 20
- Correct words: 15

The percentage for Julian is calculated as:
\[
\left( \frac{15}{20} \right) \times 100 = 75\%
\]

Julian has a higher percentage of correct answers (75%) compared to Alice (72%).

**Conclusion:**
Julian performed better with a higher percentage of correct answers.

Would you like further details or have any questions?

Here are 5 related questions for deeper exploration:
1. How would their performance change if Alice got 20 correct out of 25?
2. What if both had the same number of correct answers but different total words attempted?
3. How would the performance change if Julian attempted 25 words instead of 20?
4. How can you calculate the difference in their percentages?
5. How could you represent their performance graphically?

**Tip:** When comparing performances, always use percentages for fairness when the total number of attempts differs.

Alice attends 25 words on the spelling quiz and gets 18 right. Julian attempts 20 words on the quiz and gets 15 right. Who gets a greater percentage of question rights? Who performs better?

Learn how to compare percentages by calculating Alice's and Julian's performance on a spelling quiz. Alice got 18 out of 25 words right, while Julian got 15 out of 20. Discover who performed better based on percentage calculations. Suitable for students in Grades 4-6.

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