Shannon is managing a small zoo and has been analyzing the attendance data. Shannon has found that the number of visitors increases exponentially as the temperature increases. Shannon has also found a linear equation that models the number of people who leave the park early depending on the temperature. Describe how Shannon can combine these two functions into a new function and explain what that function would predict.
Please help? I dont know how to do this without numbers
@satellite73
@Agl202 Thanks so much
Give me a sec
Okay, thanks :)
Well we can think up something. Above 80° 1 animal asleep Above 85° 2 animals asleep Above 90° 4 animals asleep Above 95° 8 animals asleep Hmm there's a pattern developing. sleeping animals = 2^ (Air Temp - Temp 80° F) Air temp 80° - then 2^(80-80) = 2^0 = 1
Hmm, so what does this mean exactly? Im confused. D;
@Agl202 can you help me please
wait @SweetKiss
I see the pattern is increased bt 5 degrees o:
ok thanks
sorry
People leaving the park early = 2 * ((Air Temp -75°) / 5)
Do u think u can do the rest? the remaining thing to do is : "Describe how Shannon can combine these two functions into a new function and explain what that function would predict."
Okay, so the sleeping animals is equivalent to the people? I'm a tad confused. like what does the sleeping animals have to with it? lol How do I use that as an example? Sorry Im a bit slow :/
And Im not sure what it means by combined them
@Agl202
What function am I combining? There is no numbers, and how would I combine them? is oene of the functions the 2 * (-75/5)?
@Agl202
@osamabinswaggin
@ahamed.
Join our real-time social learning platform and learn together with your friends!