Medal Please help :(
Two missiles, A and B, are shot from two different launch pads. The path of missile A can be represented by the quadratic function A(t) = −2(t − 15)2 + 506, where height, A(t), is in meters, and time, t, is in seconds. The path of missile B is shown below.
Part A: Which missile reaches the highest altitude (in meters)? Explain your answer. Part B: How much higher does it travel (rounded to the nearest tenth)? Show all work necessary.
You first need to graph the function for missile A.
The formula for the first missile is in vertex form where 506 is the highest altitude reached.
By graphing that function you get:
so a is higher
Actually its the opposite. Missile A's highest point occurs at t=15 seconds with the height of y=506 meters compared to Missile B's highest point which occurs at t=17 seconds with the height of 520 meters.
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