data:image/png;base64,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:image/png;base64,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's learn a little more about Super Mario Brothers. 4Change this information to add things about hunter gatherers.Mario Brothers is a platform game published and developed for arcades by Ninetndo in 1983. In the game, it features Mario and his brother Luigi.2What else do you know about video games?Now that you've told me more about video games, let me see if you truly understand how I became one.51The hunter gather was able to harvest 2 ½ pounds of wheat. The farmer was able to harvest 5 times as much using his plow and domesticated animals. Write a ratio in simplest form comparing the amount of food the hunter gatherer collected compared to the farmer. During Ms. House's class, we are going to change these math problems.0.1:0.51/10:1/21Two Sumerian farmers are selling apples at the marketplace. Farmer Ben is selling apples 5 lbs for $2.95. His sister Autumn is selling apples 3 lb. for $1.99. Who should I buy apples from?Ben1Farmer Ben was able to get 2/5 more crops harvested this month because of Sumer’s irrigation system. What percent more was he able to produce due to irrigation?40%1If one person was able to collect 1 ¾ pounds of barley a day and another person was able to harvest 10 ½ pounds of barley that same day using a plow. Who was the person that collected 10 ½ pounds? (Answer (A) for the hunter gatherer or (B) for the farmer)B1Hunter Gatherer Rudy only was able to collect 1 ¾ pounds of barley a day. How much barley did he collect in 7 days? 12 1/412.251Farmer Ben was able to harvest 10 1/2 pounds of barley a day using his plow. How much barley did he collect in 7 days? 73 1/273.513MarioGood job! You are now a video game wizard!5

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