Which of the following is not a vertical asymptote of f(x) = 1/sinpix?
a) x = 1
b) x = 0
c) x = -2
d) x = 1/2
I have been struggling to understand this question for the past 30 minutes can someone please help me
What did you get when you tried each of the four given values of x in the function?Which of the following is not a vertical asymptote of f(x)=1/sinπx?
a) x=1
b) x=0
C) x= -2
D) x= 1/2
I have been struggling to understand this question for the past 30 minutes can someone please help me
No, that is NOT true. I am surprised and disappointed that helpers here gave you the sums up on your post.Vertical asymptotes occur at values of x that cause the function's denominator to become zero.
Actually, what he said is true, because he referred not to "any" function, but to "the" [given] function, whose numerator, 1, is never zero.No, that is NOT true. I am surprised and disappointed that helpers here gave you the sums up on your post.
A vertical asymptote occurs at values of x that cause the function's denominator to become zero PROVIDED this x values does not cause the numerator to be zero as well.