NEED HELP REALLLLY BAD PLEASE. FAN AND MEDAL An Labrador leaps over a hurdle. The function f(t) represents the height of the Labrador above the ground, in inches, at t seconds: f(t) = -16t^2 + 26t A foxhound jumps over the same hurdle. The table shows the height of the foxhound above the ground g(t), in inches, at t seconds: Time (t) g(t) 0 0 0.4 5.44 0.6 6.24 0.7 6.16 0.8 5.76 1.0 4 1.2 0
Part A: Compare and interpret the maximum of f(t) and g(t)? (4 points) Part B: Which function has a greater x-intercept? What do the x-intercepts of the graphs of f(t) and g(t) represent? (4 points) Part C: Determine the y-intercepts of both functions and explain what this means in the context of the problem. (2 points)
so in order to compare f(t) and g(t), you have to find the function of g(t)
How do I do that ? :/
\(\{y_2 - y_1/x_2-x_1}\)
do you know how to do that?
So .. 5.44 - 0/0.4 - 0??
wait never mind ur correct
So 13.6 ?
what does 13.6 represent ?
ok thats for the first one now try the others
What is this doing though? Like what will I do with the numbers after I find them?
that is supposed to be for the slope
the max of g(t) occurs when t=0.6 seconds
so that is the highest point
Ok hold on let me try to find it
for f(t) since the parabola is goes down due to the negative sign then we know that there is a max on the parabola, the max for f(t) occurs at (13/16,169/16) 169/6=10.5625inches at time 0.8125seconds
all of that is for A \(\uparrow\)
So .. I can't find where it hits 0.6 ..
Oh, 6.24 ? When the time is at 0.6 ?
B) f(t) has greater x intercepts, meaning that when the labrador will land later than the fox when it jumps over the hurdle
So the maximum for g(x) is at time 0.6, and the maximum for f(x) is at (13/16,169/16) 169/6=10.5625 inches at time 0.8125 seconds?
That would be A right ?
yes that is for A
and i gave you B
And now for C
now for C, y inter represents that height for where they start
which should be 0 for g(t)
and for f(t), multiply the value of t by 26
Can I inbox you for more help on other questions ?
similar to this?
Yes.
sure
Thank you so much!
Messaged you(:
msgd back:)
can anyone clear up c?
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