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Why all the trigonometric functions are continuous? This doubt is more because the tangent, cossec, sec and cotangent functions.
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All of the functions you've listed are not continuous everywhere. For example, tan is not continuous at x = pi/2 (90 degrees) because tan(pi/2) is not defined.
I think this. But I find in a textbook that all trigonometric functions are continuous for every number in your domain... But thanks!
It is true that for every point in their domains, all trig functions are continuous.
Ahh right. Now I understand! Thanks!!
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