What would happen if the value of term [(m-x) / ( 2)]increases in the expression of Guassian CDF?

Complementary error function remains constant or unchanged

Complementary error function also goes on increasing

Complementary error function goes on decreasing

What would happen if the value of term [(m-x) / ( 2)]increases in the

1.	What would happen if the value of term [(m-x) / ( 2)]increases in the expression of Guassian CDF?
A.	Complementary error function also goes on increasing
B.	Complementary error function goes on decreasing
C.	Complementary error function remains constant or unchanged
D.	Cannot predict
Answer» C. Complementary error function remains constant or unchanged

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What would happen if the value of term [(m-x) / ( 2)]increases in the expression of Guassian CDF?

What would happen if the value of term [(m-x) / ( 2)]increases in the expression of Guassian CDF?

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