Solve "To win a bowling trophy, you need a 3-game total score of at least 500. On the first two games, your scores are 183 and 165. What score do you need on game 3?"

Question

Maggie Gonzalez

Mathematics

1 July, 18:11

Solve "To win a bowling trophy, you need a 3-game total score of at least 500. On the first two games, your scores are 183 and 165. What score do you need on game 3?"

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Answers (1)

Know the Answer?

Kaylah Oneal · Answer 1

Correct answer: game₃ ≥ 152

Step-by-step explanation:

According to the given data we will form the necessary inequality:

g₁ + g₂ + g₃ ≥ 500 ⇒ g₃ ≥ 500 - (g₁ + g₂) ⇒ g₃ ≥ 500 - (183 + 165)

g₃ ≥ 500 - 348 ⇒ g₃ ≥ 152

g₃ ≥ 152

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