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Show that limit of |1-3x| = 5 as x->2
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Well as we approach 2...(i usually just plug in 2 unless you see explicitly it won't work) so I would plug in 2 here for 'x' |1 - 3(2)| = 5 |1 - 6| = 5 |-5| = 5 Does that make sense? if not, you can always graph your function and see that at x = 2 you approach 5 on the function line
now find delta
lol, epsilon delta definition ... i dont know why i hate that one soo much
i did it, just need to verif my answer... Do it please
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