Question
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1)) Heather went to Game Zone to eat pizza and play arcade games. She played some short games that cost her a total of 27 game credits. Then, she played 16 longer games that each cost her 5 game credits. ()) Which expression tells you how many redits Heather spent in all? \( 27+(16 \cdot 5) \)

Ask by Vargas Daniel. in the United States
Feb 27,2025

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Answer

Heather spent a total of 107 game credits.

Solution

To determine how many game credits Heather spent in total, we can break down the problem step by step. 1. **Identify the costs:** - Heather spent a total of 27 game credits on short games. - She played 16 longer games, each costing 5 game credits. 2. **Calculate the total cost for the longer games:** - The total cost for the longer games can be calculated by multiplying the number of longer games by the cost per game: \[ \text{Total cost for longer games} = 16 \cdot 5 \] 3. **Combine the costs:** - To find the total amount Heather spent, we add the cost of the short games to the total cost of the longer games: \[ \text{Total credits spent} = 27 + (16 \cdot 5) \] Thus, the expression that tells us how many credits Heather spent in all is indeed: \[ 27 + (16 \cdot 5) \] Now, let's calculate the total credits spent using this expression. First, we calculate \(16 \cdot 5\): \[ 16 \cdot 5 = 80 \] Now, we add this to 27: \[ 27 + 80 = 107 \] Therefore, Heather spent a total of **107 game credits**.

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Bonus Knowledge

Heather had quite the gaming adventure! If we break it down, she first spent 27 game credits on those short games, and then she dove into 16 longer games, each costing her 5 credits. It’s a math party where we not only get to enjoy arcade fun but also sharpen our addition skills! Now, if you think about it, the total amount of game credits she spent can actually add up to a fascinating number. Multiplying the cost of longer games (16 times 5) adds a twist, and then we get to add that to her initial spend of 27. So the fun equation of 27 + (16 × 5) truly shows how to rack up those credits!

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