Rita’s score is 13 more than 3 times Milan’s score. If we let z represent Milan’s score write and algebraic expression for Rita’s score

Let \( z \) represent Milan’s score. According to the problem, Rita's score is 13 more than 3 times Milan’s score. To write this as an algebraic expression for Rita's score, we follow these steps:

1. Milan’s score is \( z \).
2. Three times Milan’s score is \( 3z \).
3. Adding 13 to this value gives Rita’s score.

Therefore, the algebraic expression for Rita's score is:

\[
\text{Rita's score} = 3z + 13
\]

Would you like more details or have any questions?

Here are 5 related questions:

1. If Milan’s score is 7, what is Rita’s score?
2. How would the expression change if Rita’s score was 10 more than 4 times Milan’s score?
3. If the combined score of Rita and Milan is 100, what is Milan’s score?
4. How can we express Milan's score if we know Rita's score?
5. What would be Rita’s score if Milan’s score doubles?

**Tip:** Always substitute given values into the algebraic expression to verify your solution.

Rita’s score is 13 more than 3 times Milan’s score. If we let z represent Milan’s score, write an algebraic expression for Rita’s score.

Learn how to write an algebraic expression for Rita's score, which is 13 more than 3 times Milan's score. This problem introduces fundamental algebraic concepts and the use of linear expressions, suitable for students in Grades 6-8.

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