Given the function with .
Show that is a power function.
Determine the asymptotes of the graph of .
Write down the domain and range of .
Algebraically determine the x-intersects of the graph of .
Solve, rounding to two decimals: .
Algebraically solve the following inequalities.
Given the function with .
Show that is a power function.
Write down the domain and range of .
Algebraically determine the x-intersect of the graph of .
Solve, rounding to two decimals: .
Algebraically solve the following inequalities.
Given the functions and with and .
Both functions are power functions. Using the power of the functions, explain why the graph of is always decreasing and that of is increasing.
What are the asymptotes of these functions?
Solve, rounding to two decimals: .