Question: ome Insert Page Layout Formulas Data Review View Calibri (Body) 11 A- A Wrap Text General ste B I U A 7 E Merge &

 ome Insert Page Layout Formulas Data Review View Calibri (Body) 11

ome Insert Page Layout Formulas Data Review View Calibri (Body) 11 A- A Wrap Text General ste B I U A 7 E Merge & Center $ % > 2.0 .00 .00 -.0 Conditiona Formatting x fx B D E F G H 1 J L M N 1 1 4 4 2 3 5 9 8 250 7 11 19 3 12 18 4 13 200 5 19 28 6 Coins 150 29 44 67 7 8 39 55 75 TIN 29 40 64 99 135 156 171 215 100 9 110 10 11 96 147 227 155 194 50 245 12 13 1455 OL 0 1 2 3 4 5 10 11 12 13 14 14 15 6 7 8 9 Growth Round 15 Questions If constant growth happened at 2 coins per day, how many days would it take to get to 200 coins (increase by a factor of 100)? If each growth round in this simulation represents one day, how long did it take on average) to increase the number of coins by a factor of 100? On the day after the last day of your simulation (day 16 if you used all days), how many more coins would you expect to come up heads? In this simulation, each coin was able to activate" one other coin per round. In nuclear fission, each neutron can cause a reaction that releases THREE more neutrons. What changes would this make to the growth graph? Name another real-world example that demonstrates exponential growth. Sheet1 + Rearly ome Insert Page Layout Formulas Data Review View Calibri (Body) 11 A- A Wrap Text General ste B I U A 7 E Merge & Center $ % > 2.0 .00 .00 -.0 Conditiona Formatting x fx B D E F G H 1 J L M N 1 1 4 4 2 3 5 9 8 250 7 11 19 3 12 18 4 13 200 5 19 28 6 Coins 150 29 44 67 7 8 39 55 75 TIN 29 40 64 99 135 156 171 215 100 9 110 10 11 96 147 227 155 194 50 245 12 13 1455 OL 0 1 2 3 4 5 10 11 12 13 14 14 15 6 7 8 9 Growth Round 15 Questions If constant growth happened at 2 coins per day, how many days would it take to get to 200 coins (increase by a factor of 100)? If each growth round in this simulation represents one day, how long did it take on average) to increase the number of coins by a factor of 100? On the day after the last day of your simulation (day 16 if you used all days), how many more coins would you expect to come up heads? In this simulation, each coin was able to activate" one other coin per round. In nuclear fission, each neutron can cause a reaction that releases THREE more neutrons. What changes would this make to the growth graph? Name another real-world example that demonstrates exponential growth. Sheet1 + Rearly

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