Press the green flag to start. You will not lose any points if you fail. (Unfinished) data:image/png;base64,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 data:image/png;base64,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 1 Let's learn a bit about hunter gatherers 4 Change this information to add things about hunter gatherers. Hunter gatherers are very old people who lived very differently. We were born WAYYYYYY b.c. We would always move to catch food, so we had temporary homes That's why we are also called no mads. 7 What else do you know about hunter gatherers? Wow! Very smart! Now, can you answer me this? 3 1 I ate 1/4 of a pound of meat. My friend, Kyle, ate 1/2 of the meat. How many slices are left? During Ms. House's class, we are going to change these math problems. 1/4 One fourth 1 I am hoping to save a lot of my money. If I am hungry, and want to buy some bananas, who should I buy from? Farmer Lily is selling bananas for $0.50. but she is 25 minutes away. Farmer Gildroy is selling them for $.:00, and he is closer. Farmer Lily Lily 1 I have 5/6 of hunter gatherer Gabby's smarties. If she steals back 3/6 of the smarties, how much do I hsve in possesion? 2/6 2 1 If 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) B 1 Hunter Gatherer Rudy only was able to collect 1 ¾ pounds of barley a day. How much barley did he collect in 7 days? 12 1/4 12.25 1 Farmer 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 1/2 73.5 1 3 Mario Good job! You are now a video game wizard! 5

2