Question

PLEASE HELP

Answer 1

Answer:

$h=1,250t+14,500$

Step-by-step explanation:

Let  t minutes be the number of minutes needed to ascend to the height of 33,000 feet.

After 2 minutes, the airplane ascends from the elevation of 14,500 feet to the  elevation of 17,000 feet.

So, it ascends

$\dfrac{17,000-14,500}{2}=\dfrac{2,500}{2}=1,250$

feeet per minute (this is a slope of linear function)

The equation that represent the airplane's ascent to the elevation necessary to avoid flying through the stor is linear equation

$h=1,250t+14,500$

At t = 0 minutes, h = 14,500 feet (initial position of an airplane)