Question: Use Exercise 69 to prove that if two trails start at the same place and finish at the same place, then regardless of the ups
Use Exercise 69 to prove that if two trails start at the same place and finish at the same place, then regardless of the ups and downs of the trails, they have the same net change in elevation.
Data from Exercise 69
Suppose that f and g have continuous derivatives on an interval [a, b]. Prove that if f(a) = g(a) and f(b) = g(b), then![]()
S (x) dx = J%g'(x) dx.
Step by Step Solution
3.43 Rating (162 Votes )
There are 3 Steps involved in it
I If fx is the elevation of trail one at positio... View full answer
Get step-by-step solutions from verified subject matter experts
