I am not done yet.data:image/png;base64,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data:image/png;base64,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's learn a little more about hunter gatherers. 4Change this information to add things about hunter gatherers.Hunter Gatherers are early humans. We invented fire, stone tools and launguage. We were nomads. That means we diddn't settle down.The time of early humans was 100,000 B.C.6What else do you know about Hunter gatherers?Now that you've told me more about hunter gatherers, let me see if you truly understand how I became one.51 The hunter gatherer had a cave that was a rectagular prism. the dimensions were 17 by 5 by 10. what was the surface area of the cave?During Ms. House's class, we are going to change these math problems.6106101Farmer Linda has a plot of land that is 300 by 450. Farmer Rob has a plot of land that is 770 by 500. Which farmer has more land?rob1There was a shell that a hunter gatherer found that was a triange. Its base was 37 mm and it's height was 74 mm. what was the area of the triangle?27481The hunter gatherer had a turtle with a circular shell. The radis was 3.5 units. what was the diameter of the shell?71I, Fred have a triangular club that has a base of 3 units and side of 4 units it is 2D. what is the area?66 units1Farmer 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 1/273.513farm(2)Congrats, you are now a farmer!25

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