1.find the domain 2.Indicate any intercepts 3.find any vertical asymptotes, indi
ID: 2838162 • Letter: 1
Question
1.find the domain
2.Indicate any intercepts
3.find any vertical asymptotes, indicate both left-hand and righ-hand side limits
4.find any horizontal asymptotes, justify your answer by using negative infinity and postive infinity
5.find f'(x) and f''(x) [first derivative and second derivative]
6.indicate intervals of increasing and decreasing and intervals of concavity
7.determine any local max and local min value, inflection point
8.graph the function
PS: Please be very specific about every step, I will be giving more points, Thank you!
y = x - x^2/2 - 3x + x^2 1.find the domain 2.Indicate any intercepts 3.find any vertical asymptotes, indicate both left-hand and righ-hand side limits 4.find any horizontal asymptotes, justify your answer by using negative infinity and postive infinity 5.find f'(x) and f''(x) [first derivative and second derivative] 6.indicate intervals of increasing and decreasing and intervals of concavity 7.determine any local max and local min value, inflection point 8.graph the function PS: Please be very specific about every step, I will be giving more points, Thank you!Explanation / Answer
given function can be re written as:
f(x) = -x(x-1)/ (x-1)(x-2)
so domain will be x= R except x=1 and x=2, because taking these value of x will make value of function to be infinite.
So, f(x) = x/(2-x)
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