SOLUTION: f(x) = 4-x^2 (Divided by) X^2+4x+3 X- Intercept(s): y - intercept: Vertical Asymptote(s): Horizontal Asymptote(s): Domain: End-Behavior: Intervals of Increasing/De

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: f(x) = 4-x^2 (Divided by) X^2+4x+3 X- Intercept(s): y - intercept: Vertical Asymptote(s): Horizontal Asymptote(s): Domain: End-Behavior: Intervals of Increasing/De      Log On


   



Question 1177855: f(x) = 4-x^2 (Divided by) X^2+4x+3
X- Intercept(s):
y - intercept:
Vertical Asymptote(s):
Horizontal Asymptote(s):
Domain:
End-Behavior:
Intervals of Increasing/Decreasing:

Intervals of Positive/Negative:

Answer by ikleyn(52876) About Me  (Show Source):
You can put this solution on YOUR website!
.

f(x) = %284-x%5E2%29%2F%28x%5E2%2B4x%2B3%29


x - intercept(s):  they are zeroes of the numerator binomial.


y - intercept:     it is the value of the function at x= 0.


Vertical Asymptote(s):    they are at the zeroes of the denominator quadratic polynomial.


Horizontal Asymptote(s):  they are the limits of the given function at  x ---> oo  and  x ---> -oo.


Domain:                   all real numbers except the zeroes of the denominator.


End-Behavior:             the given rational function tends to -1 at both x ---> oo  and  x ---> -oo.


Intervals of Increasing/Decreasing:     TOO MANY QUESTIONS IN ONE POST

Intervals of Positive/Negative:         TOO MANY QUESTIONS IN ONE POST

Solved, answered, explained and completed.