Jeffrey earned $52 at his job last week. On Saturday, he bought a video game that cost $25. Which number is the additive inverse of the amount of money Jerry has left?
The amount of money Jerry has left is $52 - $25 = $<<52-25=27>>27.
The additive inverse of $27 is $-27. Answer: \boxed{-27}.
To find the additive inverse of the amount of money Jerry has left, we need to subtract the amount of money he has left from zero.
Jerry earned $52 at his job last week and spent $25 on a video game. Therefore, the amount of money he has left can be calculated as:
Amount of money left = Earnings - Cost of video game
Amount of money left = $52 - $25
Amount of money left = $27
To find the additive inverse, we simply make this value negative:
Additive inverse = -$27
Therefore, the additive inverse of the amount of money Jerry has left is -$27.
To find the additive inverse of the amount of money Jeffrey has left, we first need to determine how much money he has left after buying the video game.
Jeffrey earned $52 at his job and spent $25 on a video game. To calculate how much money Jeffrey has left, we subtract the cost of the video game from his total earnings: $52 - $25 = $27.
The additive inverse of a number is the number that, when added to the original number, results in a sum of zero. In this case, the additive inverse of $27 is $-27, because $27 + $(-27) = $0.
Therefore, the additive inverse of the amount of money Jeffrey has left is $-27.