subject
Mathematics, 25.04.2021 06:00 spacehunter22

According to the βˆ’
definition of the limit, if
lim
x→4
(2x βˆ’ 1) = 7,
then for every value of
> 0,
there is a value of for which
|x βˆ’ 4| <
implies
|(2x βˆ’ 1) βˆ’ 7| < .
What is the maximum value you should choose for ?

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Answers: 2

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You know the right answer?
According to the βˆ’
definition of the limit, if
lim
x→4
(2x βˆ’ 1) = 7,
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