We have emailed the verification/download link to "".
Login to your email and click the link to download the file directly.
Check your bulk/spam folders if you can't find our mail.
A function is continuous at a point if the limit of the function at the point equals the value of the function at that point. Another way to say it, f is continuous at a if values of f(x) are close …
A function is continuous at a point if the limit of the function at the point equals the value of the function at that point. Another way to say it, f is continuous at a if values of f(x) are close to f(a) if x is close to a. This property has deep implications, such as this: right now there are two points on opposites sides of the world with the same temperature!
Views
Actions
Embeds 0
Report content