Find limits using table in calculus

label Calculus
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schedule 1 Day
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Oct 20th, 2017

when you cannot find the answer of limit by putting direct value, you check for left hand limit and right hand limits. 

in the chart, when you approach x=2 from left side, you reach at x=1.999 where value of g(x) is 5000000.0000 and when you approach from right at x=2.001 the value of g(x) is again 5000000.0000. and both values are same, so 

lim x->2 5/(x-2)^2 = 5000000.0000

Apr 15th, 2015

Ok so I have to show the work for each of them:

x = 1.999

Lim x-> 2 (5/((1.999-2)^2))

= 5/0.000001

= 5000000 nearest ten-thousandths 5000000.0000

How do I show the work like this when x = 2?

Apr 15th, 2015

Ok so I have to show the work for each of them:

x = 1.999

Lim x-> 2 (5/((1.999-2)^2))

= 5/0.000001

= 5000000 nearest ten-thousandths 5000000.0000

How do I show the work like this when x = 2?

Apr 15th, 2015

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