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Mathematics, 04.05.2021 20:40 medusa36
Suppose that the path of the first model rocket follows the equation h(t) = β6 β’ (t β 3.7)2 + 82.14, where t is the time in seconds (after the first rocket is launched), and h(t) is the height of each rocket, in feet. 3. Compare the equation with the graph of the function. Assume this graph is a transformation from f(t) = β6t2. What does the term β3.7 do to the rocket's graph? What does the value t = 3.7 represent in the science project? (What happens to the rocket?)
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Suppose that the path of the first model rocket follows the equation h(t) = β6 β’ (t β 3.7)2 + 82.14,...
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