Given the function f(x) on the right solve the following root
finding questions: a) Find a positive root (x > 0) of f(x) using
the Bisection Method
. b) Find a negative root (x < 0) of f(x) using the Bisection
Method.
c) Find a positive root (x > 0) of f(x) using the False
Position Method.
d) Find a negative root (x < 0) of f(x) using the False
Position Method. Find your initial Bracket via Trial-and-Error. Use
|...
Use f(x) = ?2x, g(x) = square root of x and h(x) = |x| to find
and simplify expressions for the following functions and state the
domain of each using interval notation. a . (h ? g ? f)(x) b. (h ?
f ? g)(x) (g ? f ? h)(x)
9. Given the function: f(x)=3x2+5x-17
a. find the interval where the function is increasing and where
it is decreasing.
b. Clearly state the critical number(s) of the function.
c. Find the relative extrema of the function( using 1st
derivative test). answer should be in (x,y)
10. Given the function: x3 - x2 + 52x -
17
a. determine the intervals where the graph of the given function
is concave upward and where it is concave downward.
b. Find any inflection...