Suppose Paul kicks a soccer ball straight up into the air with an initial velocity of 96 feet per second. The function h(t) = -16t^2 + 96t gives the height, in feet, of the soccer ball after t seconds. This function is shown in the graph below.
What are the zeros?
@Keridavis I'm not understanding what you're asking.
Thats the question.. thats my problem.. I don't understand it either..
do you know what zeros are?
hint: has to do with the x-axis
I believe I understand it. He is right. Look at the X-Axis.
But, thats time right?
sure, in this particular graph t (time) is represented on the x-axis. so in finding the zeros we need to figure out where the function h(t) hits the x-axis
Couldn't you put it in a calc?
find the root of the funtion h(t)
I dunno how to find that..
equate the function to zero then solve for x
There is no need for a calculator The problem is simpler than you think
that's right. hehehe
Do not equate the function to 0 and solve for x, there is no x in this function, only t's
We want to know when the height is 0 Look at the graph and tell me when the height is 0
Oh alright
0 and 6
Yes
so 0 and 6 are the zeros?
@Keridavis correct. there are your zeros.
How long will it take for the ball to hit the ground?
6?
Yes
What do the x-intercepts represent in this real life situation in regards to the height of the soccer ball at that time? is it the time?
yes, at time 0 and 6 the height of the ball is also 0
@brownjesse42 correct. @Keridavis
Does this graph have a minimum, maximum or neither?
@brownjesse42
@e.mccormick
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