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Nala is escaping from the dragon's lair! She is running toward the entrance of the lair at a speed of 9.2 meters per second. The entrance is 180 meters away. The distance (
d. between Nala and the entrance of the lair is a function of (t), the time in seconds since Nala began running. Write the functions formula.

Respuesta :

d= -9.2t + 180

Hope this helps!

Answer: The function formula is [tex]d(t) = 19.56t[/tex]

Step-by-step explanation:

Since we have given that

Speed of her running towards the entrance of the lair = 9.2 meters per second

Distance between Nala and the entrance = 180 meters

Let d be the distance between Nala and the entrance .

Let t be the time in seconds.

We need to find the distance d in terms of time of 't'.

First we find the speed:

[tex]Speed=\dfrac{Distance}{Time}=\dfrac{180}{9.2}=19.56\ m\sec[/tex]

So, the function formula would be

Distance = Speed × Time

[tex]d(t) = 19.56t[/tex]

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