d. IEEE 9. For a pull box housing shielded conductors carrying over 1,000V and used in an angled pull, the distance between a conductor entry and exit must be _____.
a. 24 times greater than the OD of the conductor
b. 30 times greater than the OD of the conductor
c. 36 times greater than the OD of the conductor
d. 45 times greater than the OD of the conductor
c. 36 times greater than the OD of the conductor
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a. LT-100 b. LT-150 c. LT-200 d. LT-300
The unconditional surrender policy toward Japan was finally modified by
A. assuring the Japanese that there would be no war crimes trials. B. guaranteeing that defeated Japan would be treated decently by American occupiers. C. agreeing not to drop more than two atomic bombs on Japan. D. agreeing to let the Japanese keep Emperor Hirohito on his ancestral throne as the nominal emperor. E. permitting the Japanese to retain a strong army but no real navy.
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