An airplane traveling from San Francisco to Boston reaches its cruising altitude and flies at a constant speed of 400 knots. It will continue for 2400 miles before beginning its descent.

Note and model the function for the distance d traveled from San Francisco.

d = (blank)

Now construct a model for the remaining distance db (b is a subscript) = (blank)

If d = f(t) and db (b is a subscript) = g(t), then f(t) = (blank) and g(t) = (blank)

Write g as a transformation of f: g(t) = (blank).

The graph of g is the graph of f reflected across the t-axis and translated up (blank) units.

ATTACHED BELOW IS A GRAPH

\f