In a sinusoidal function...suppose the value of δ is very large...then as x approaches any a, the value of f(x) might not approach L directly...or there should not be a direct relation; example -(adsbygoogle = window.adsbygoogle || []).push({});

[tex]\lim_{x \to 1.5} sin x = 0.997494986[/tex]

Where I've stated δ as 7...then if x = 1.5 – 6.9 = -5.4; as x approach 1.5 from -5.4, value of sin x does not directly approach 0.997494986...it fluctuates between 1 to -1 many times before it reaches that value.

My question is...is this expression [tex]\lim_{x \to 1.5} sin x = 0.997494986[/tex] with δ as 7 valid?

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# Limit of sin x

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