Determine which girl is likely to be standing on a raised platform. Use complete sentences to explain how you determine which girl is on the platform, and then determine the height of the platform. this goes off my last question
@Kyliejones
Sorry i can't help with this one.
its ok
wait yes i can
When Maggie throws her ball, that's when the time starts (at t = 0 seconds), so (0, ?) is the y-intercept. If we find out what the y-coordinate is at 0 seconds, then we will find out where her ball was when it was thrown. h(0) = -16(0)² + 48(0) + 15 = 15 The y-intercept is (0, 15), meaning when Maggie threw her ball at 0 seconds, the ball started at 15 ft in the air, so she must be standing on a platform.
so maggie threw the ball standing on a 15ft platform
Yeah like it says.
ok thanks
you got part 3 too?
no i got part 3 done i do have one more question tho
Ok
A video game producer is using the quadratic function f(x) = 4 – x2 to model the path of an arrow shot by a game player. The path of the arrow is shown in the graph below. The point (2, 3) represents the top of the castle wall. A graph of a parabola is shown. The x-intercepts are at (-2, 0) and (2, 0). The vertex is at (0, 4). If the player moves so that the arrow will clear the wall at the maximum height, what is the new function that the game producer would need to use? Use complete sentences, and explain your work.
Sorry cant help with this one
its ok
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