Mathematics

Mathematics

Problem

At x=cx=c, lim⁡x→cf(x)\displaystyle \lim_{x\to c} f(x) exists and equals a finite number LL, but either f(c)f(c) is undefined or f(c)≠Lf(c)\neq L. Which type of discontinuity does ff have at x=cx=c? a) Jump discontinuity b) Infinite discontinuity (vertical asymptote) c) Removable discontinuity d) Oscillating discontinuity

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