Which of the Following Statements Are True About the P-Value $\Phi ( z )$

Which of the following statements are true about the P-value, where z is the calculated value of the test statistic and $\Phi ( z )$ is the corresponding cumulative area under the standard normal curve?

A) P-value = $1 - \Phi ( z )$
For an upper-tailed test.
B) P-value = $\Phi ( z )$
For a lower-tailed test.
C) P-value = $2 [ 1 - \Phi ( \mid z ) ]$
For a lower-tailed test
D) All of the above statements are true.
E) None of the above statements are true.