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hey folks how's it going so we're looking at question number 14. it's the last question of this chapter and it's a proof what we want what we want to do is you want to prove that when as X stands to zero the limit of a function is l then if you multiply that with the non-zero constant the argument the limit doesn't change okay so let's see how we can do that so okay the first thing you know I want you to look at is intuitively it kind of makes sense right what what we're saying here is that okay as the argument goes arbitrarily close to zero the function you know it it tends to a value l right so something that's very very small you know it's almost zero right it doesn't matter if you multiply it with a constant right you can always make it even smaller and even closer to Zero by the Same by the same factor and you know negate any influence that this constant is having right what I'm trying to say i

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