Question\ For the function

f(x)

given below, evaluate

\\\\lim_(x->\\\\infty )f(x)

and

\\\\lim_(x->-\\\\infty )f(x)

.\

f(x)=4x^(2)-5x+2cos(9x^(5))

\ If the function increases without bound, you should enter

\\\\infty

. If the function decreases without bound, you should enter

-\\\\infty

. If the function does not approach a finite limit nor

+-\\\\infty

as

x->+-\\\\infty

, you should enter

(O)/()

.\ Provide your answer below:\

\\\\lim_(x->\\\\infty )f(x)=\ \\\\lim_(x->-\\\\infty )f(x)=

For the function f(x) given below, evaluate limxf(x) and limxf(x). f(x)=4x25x+2cos(9x5) If the function increases without bound, you should enter . If the function decreases without bound, you should enter . If the function does not approach a finite limit nor as x, you should enter . Provide your answer below: limxf(x)=limxf(x)=