I predict that the ball will go into the basket because of graph, if it keeps following the line it will make it in the hoop.
I predict that the ball will go into the basket because of graph, if it keeps following the line it will make it in the hoop.
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The function in the graph given to us represents a exponential function, the estimated equation of the line graphed is y=ab^x -1.9. The domain for this function would be x> or = 0 and the range would be the same thing, y> or = 0.
In the picture shown below graph A would mean that over time the flag was raised steadily and at the same speed till it reached the top of the pole. In graph B the flag was raised very fast at first but at the end they slowed down and it took longer to get the flag to the top. In graph C the flag was raised very fast and then stopped being raised all together and then started up again multiple times till it finally was fully raised. In graph D the flag was raised slowly at first but after awhile the person sped up, it was all continuous and never completely stopped. In graph E the flag was raised slowly at first then sped up and rose quickly then slowed back down once the flag was almost at the top. In graph F the flag was raised immediately and it took no time at all for the flag to reach the top.
The graph shown that is the most realistic would be graph A because it is a steady line that shows over time the flag is raised to its full height without every stopping or pausing. The least realistic would be graph F because it is basically saying that the flag was raised to its full height immediately and without time passing, when in reality it would take awhile to raise it. |
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February 2017
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