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Explain why there are certain x values that dont have corresponding y values. In other words, why are there holes in the graph of tangent? Provide a thorough explanation that refrences the deffinition of tangent as well as the picture of a problematic angle in standard position.
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They're are holes in the graph of tangent because there are vertical asymptotes. Here's part of your answer:)
lololol thank you.
For some reason my brain is off today.
Based on the definition of tangent, which is tan(x) = sin(x)/cos(x) there are vertical asymptotes at points where cos(x) = 0
so because cos(x) = 0 when x = n*pi/2 for any integer n, these are the points where there are vertical asymptotes on tan(x)
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