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Use the Graph to Determine the Following Limits, and Discuss

question 20

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Use the graph to determine the following limits, and discuss the continuity of the function at Use the graph to determine the following limits, and discuss the continuity of the function at   .(i)    (ii)    (iii)      A) 1 , 0 , does not exist , not continuous B) 0 , 1 , does not exist , not continuous C) 0 , 1 , 0 , continuous D) -3 , 0 , does not exist , not continuous E) 1 , -1 , does not exist , not continuous .(i) Use the graph to determine the following limits, and discuss the continuity of the function at   .(i)    (ii)    (iii)      A) 1 , 0 , does not exist , not continuous B) 0 , 1 , does not exist , not continuous C) 0 , 1 , 0 , continuous D) -3 , 0 , does not exist , not continuous E) 1 , -1 , does not exist , not continuous (ii) Use the graph to determine the following limits, and discuss the continuity of the function at   .(i)    (ii)    (iii)      A) 1 , 0 , does not exist , not continuous B) 0 , 1 , does not exist , not continuous C) 0 , 1 , 0 , continuous D) -3 , 0 , does not exist , not continuous E) 1 , -1 , does not exist , not continuous (iii) Use the graph to determine the following limits, and discuss the continuity of the function at   .(i)    (ii)    (iii)      A) 1 , 0 , does not exist , not continuous B) 0 , 1 , does not exist , not continuous C) 0 , 1 , 0 , continuous D) -3 , 0 , does not exist , not continuous E) 1 , -1 , does not exist , not continuous Use the graph to determine the following limits, and discuss the continuity of the function at   .(i)    (ii)    (iii)      A) 1 , 0 , does not exist , not continuous B) 0 , 1 , does not exist , not continuous C) 0 , 1 , 0 , continuous D) -3 , 0 , does not exist , not continuous E) 1 , -1 , does not exist , not continuous


Definitions:

Outward Shift

An increase in the potential output of an economy, often represented by an outward movement on a graph.

Productive Resources

Inputs used in the production of goods and services, including land, labor, and capital.

Average Number

A mathematical figure representing the central or typical value in a set of data, calculated as the sum of all values divided by the count of values.

Production Possibilities Curve

A graphical representation showing the maximum number of goods or services that can be produced efficiently with available resources and technology.

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