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Shaun and Trudy are selling raffle tickets. So far, Shaun has sold x tickets. Trudy has sold 3 more tickets than half the number of tickets that Shaun sold. Which expression represents the number of raffle tickets that Shaun and Trudy have sold altogether?

User MGX
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2 Answers

4 votes

Answer:

{3/2}x + 3

Explanation:

Hope this helps

User Masoomian
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6.7k points
1 vote
Think about this logically. We know that Shaun= x, and that Trudy is that x with changes made to it. When we read that "Trudy has sold 3 more tickets," we make the expression "3 + x." When we read "than half the number of tickets that Shaun sold, the x becomes (1/2)x. So the expression for Trudy would be 3 + (1/2)x. When we combine this expression with Shaun's expression to find the number of raffle tickets sold together, we get x + 3 + (1/2)x. Simplified, this could also be (3/2)x + 3.
User Payerl
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