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asked Apr 21, 2015 in PRECALCULUS by anonymous

1 Answer

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From  the graph, image.

Observe the graph, as image tends to image from the left side, image is image.

Therefore, image.

As image tends to image from the right side, image is image.

Therefore, image.

Since the left and right hand limits are not equal at image, then  image does not exist.

 

From  the graph, image.

Observe the graph, as image tends to image from the left side, image is image.

Therefore, image.

As image tends to image from the right side, image is image.

Therefore, image.

Since the left and right hand limits are not equal at image, then  image does not exist.

answered Apr 21, 2015 by cameron Mentor

From  the graph, .

Observe the graph, as tends to from the left side, is .

Therefore, .

As tends to from the right side, is .

Therefore, .

 

Since the left and right hand limits are not equal at , then  does not exist.

The table is

 
       Does not exist
        Does not exist
        Does not exist

 

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