anonymous
  • anonymous
Amelia is planning the trajectory of her next flight using the altitude & distance from Paris, France. She has determined her function to be f(x)=-4x+102. Based on the situation aboce, describe any necessary restrictions to the domain & range. Provide justification for the restrictions.
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
I got my questions answered at brainly.com in under 10 minutes. Go to brainly.com now for free help!
anonymous
  • anonymous
That's my question! :D
anonymous
  • anonymous
i saw yours but the person didn't really answer it
anonymous
  • anonymous
Yeah :/ Thanks for helping!

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anonymous
  • anonymous
What did you put?
anonymous
  • anonymous
What do you mean?
anonymous
  • anonymous
as your answer
anonymous
  • anonymous
did you answer the question?
anonymous
  • anonymous
Oh, no I did not. I don't have a good answer!
anonymous
  • anonymous
Oh..im screwed..lol
anonymous
  • anonymous
Hahaha you need the answer too?
anonymous
  • anonymous
yeah :s
anonymous
  • anonymous
aww :P Yeah we're both screwed buddy!
anonymous
  • anonymous
Haha..did you have it for algebra 2? FLVS
anonymous
  • anonymous
Yep!!! Are you doing that?
anonymous
  • anonymous
Yeah haha, did you get number 1 or 2?
anonymous
  • anonymous
Well I got most of number one & number 2 yes lol Did you get number 5?
anonymous
  • anonymous
Yes
anonymous
  • anonymous
Oh what'd you get??
anonymous
  • anonymous
It's the one with the graph right?
anonymous
  • anonymous
I'll post it hold on, you should get me #1 ;)
anonymous
  • anonymous
OKay!! :) Thanks!
anonymous
  • anonymous
and i got 58.5 for #2 but i feel like its wrong
anonymous
  • anonymous
For number 1, I. & II. are the same.
anonymous
  • anonymous
I got 18.5
anonymous
  • anonymous
heres #5: f(x): Slope=2, Y Intercept=5 g(x): Slope=-8, Y Intercept=-5 h(x): Slope=2, Y Intercept=-3 j(x): Slope=2, Y Intercept=-5 f(x), h(x), and j(x) are similar because they both have the same slope. g(x) and j(x) are similar because they both have the same Y Intercept. h(x) and f(x) are different because they do not share a similar Y Intercept with any other function.
anonymous
  • anonymous
whatd you do for #2?
anonymous
  • anonymous
and for #1 what were the steps?
anonymous
  • anonymous
You're amazing! Thanks :) Here is #1 & #2: 1) 4x-14=2x+8 -2x -2x 2x-14=8 +14+14 2x=22 ----- 2 2 x=11 3x-21=12 +21+21 3x=33 ------ 3 3 x=11
anonymous
  • anonymous
#2) f(x)=(3(24)+2)/4 f(x)=(72+2)/4 f(x)=18.5
anonymous
  • anonymous
Thanks so much :)
anonymous
  • anonymous
now we gotta get that damn q
anonymous
  • anonymous
damn question 4*
anonymous
  • anonymous
Mhmm :) And yeah!! Only one!
anonymous
  • anonymous
was your question 2 talking about Pedro creating a function to represent the number of assignments he has completed
anonymous
  • anonymous
No, my number 2 was talking about a chick named Juliana texting
anonymous
  • anonymous
how many texts she can send*
anonymous
  • anonymous
Is your #5 talking about Jessie walking dogs?
anonymous
  • anonymous
@bbbbbbbbbbbbbbbbbb ?
anonymous
  • anonymous
No
anonymous
  • anonymous
uh oh
anonymous
  • anonymous
Noooooo :(
anonymous
  • anonymous
my #5 was comparing and contrasting 4 functions
anonymous
  • anonymous
Yeah here was my graph for #5 they gave me
anonymous
  • anonymous
It said "Compare & contrast these four functions using complete sentences. Focus on the slope & y-intercept first, and then on any additional properties of each function."
anonymous
  • anonymous
yeah thats the same as mine
anonymous
  • anonymous
my bad
anonymous
  • anonymous
hahaha oh phew! I got this answer btw :) I think... lol
anonymous
  • anonymous
restrictions to the domain: X is less than or equal to her landing site. Restrictions to the range: 0 is less than Y is less than the ceiling of the aircraft.
anonymous
  • anonymous
im still trying to figure it out..come on google!
anonymous
  • anonymous
hahahaha
anonymous
  • anonymous
https://www.khanacademy.org/math/trigonometry/functions_and_graphs/domain_range/v/domain-and-range-of-a-function this helps at around 7:20
anonymous
  • anonymous
ahh thanks!
anonymous
  • anonymous
im gonna put that the domain and range can be all real number for my answer probably
anonymous
  • anonymous
okay!! :)

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