Continued OF a funtion

Continuity

Continuity

Continuity |Continuity Based Questions |Algebra Of Continuous Function

Question Based on Surds || Continued Surds And continued Fractions

Continuous Function|Exercise Questions|Continuity Of The Function In An Interval|Exercise Questions|OMR

Continuity|Example|Algebra Of Continuous Functions|Example|OMR|Summary

Continued and IthC

Illustration Based on Determination OF Funtions

Statement-1: If a continuous funtion on [0,1] satisfy 0 le f(x) le 1 , then there exist c in [0,1] such that f(c )=c Statement-2: lim_(x to c) f(x)=f(c)

The displacement of a particle as a funtion of time is shown in the figure. The figure shows that