đ The video is about continuous functions in Calculus 1.
â To determine if a function is continuous at a certain point, calculate the limit of the function and compare it to the value of the function at that point.
â If the limit and the value of the function at a point are not equal, the function is not continuous at that point.
đ Continuous functions in Calculus 1
đ Determining continuity visually
đ Discontinuities and open balls
đ The video discusses continuous functions in Calculus 1.
đ The function f(x) = x^2 - 1/x - 1 is continuous at x = 1.
đ§Ș The limit of the function as x approaches 1 is 2.
âš Continuous functions and the concept of limits in Calculus.
đ Utilizing the difference of squares formula to simplify the limit expression.
đ Substituting the expression with the given limit and simplifying further.
đ Continuous functions in Calculus 1
𧟠Understanding the continuity of a function
đą Calculating the limit of a function
đ This video discusses continuous functions in Calculus 1.
đą Applying limits, the function approaches infinity when x approaches 0.
â In this specific case, the function is not continuous because the limit is not equal to the function value.
đŻ Understanding the properties of continuous functions is important in Calculus 1.
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