The following statements describe situations in which opposite quantities combine to equal zero.The temperature at the start of a football game was twenty degrees above zero. During the game, the temperature dropped twenty degrees.A football fan had $80 to spend. He spent $10 to park his car, $60 for tickets to the game, and $10 for some snacks during the game.The home team gained 5 yards on the opening play. On the next play, the team had a loss of 5 yards. 1. Write two additional statements to describe situations in which opposite quantities combine to equal zero ? 2. Explain why subtracting a positive number is the same as adding its inverse?

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Description: The following statements describe situations in which opposite quantities combine to equal zero.The temperature at the start of a football game was twenty degrees above zero. During the game, the temperature dropped twenty degrees.A football fan had

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Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

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The following statements describe situations in which opposite quantities combine to equal zero.

The temperature at the start of a football game was twenty degrees above zero. During the game, the temperature dropped twenty degrees.
A football fan had $80 to spend. He spent $10 to park his car, $60 for tickets to the game, and $10 for some snacks during the game.
The home team gained 5 yards on the opening play. On the next play, the team had a loss of 5 yards. 1. Write two additional statements to describe situations in which opposite quantities combine to equal zero ? 2. Explain why subtracting a positive number is the same as adding its inverse?

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