I figured the ball would go into the hoop but it would only count if Cress called for a bank shot. I used the quadratic formula to make this prediction.
We took a skate board and rolled it down a ramp at different heights. This showed that the higher the ramp the faster the skate board would move and the farther it would go. We also found that the farther the skateboard went the faster it decelerated. I was pretty close in my predictions. I thought that the 21 inch ramp would have a lower acceleration and maximum height because it was the highest ramp. I was almost right on with the other graphs. The zeros on the graph represented when the skateboard was at the perk of the ramp. All three graphs had different maximums because the all went different distances. The 21 inch ramp went the farthest and the 7 inch ramp went the shortest. Then the slope of each graph was increasing it was accelerating fast so in twas a high slope. When the graph was decreasing it was decelerating at a lower slope.
1.) a. The flag is gradually pulled up to the top
b. The flag was pulled up very fast but then the scout got tired and slowed down. c. The scout pauses between each pull as he pulls the flag up d. the flag was pulled up slow at the start but the scout sped it up towards the end. e. The the scout went hard in the middle of pulling the flag up but went slower towards the end and start f. The flag was pulled up in no time. 2.) C Because the scout is young and takes time between each pull. 3.) F because the flag will take some time to reach the top of the pole. I added Quadratic functions to make the hair. I had to make the "a" a negative to flip the graph then for the different strands of hair I had to make the graph stretch and compress by increasing "a" value. With the mustache I uses a cosine function and stretched it each strand but adding to the "x" value.
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