Question

how to solve........ limit x approaches 1 ^ - [2x] and limit x approaches 1^+ [2x] , whereas the answers are 1 and 2 respectively, kindly solve it with explanation........plzzz

Answer 1

Hey can you submit your question using 'Equation' - It is not clear to me

Answer 2

I guess this should read as:\[\Large \lim_{x \to 1^+} 2x \]
The limit approached from the right and:
\[\Large \lim_{x\to 1^-}2x \]
the limit approached from the left, however, this limit exist and it's 2, I don't see how the answers should turn out to be 1 and 2.

Answer 3

but its answer is 1 for left hand limit and 2 for right hand limit

Answer 4

this is the question kindly explain in detail how is it 1 and 2? by putting values from left hand and right hand side e.g for [0.4] we say it's equal to 0...