What character announces the horrific blinding of Oedipus?

a. Apollo
b. a messenger
c. Creon
d. Jocasta
e. Polybus


Answer: b. a messenger

History

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In the English colonies, Roman Catholics

A. were officially illegal. B. made up a large minority population of most colonies. C. suffered their greatest persecution in Maryland. D. were generally well treated. E. suffered their greatest persecution in the Carolinas.

History

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

History

___________ did not contribute significantly to the lower death rate in the eighteenth century.

A. Decreases in epidemic disease B. Fewer wars C. The end of the wars of religion D. Medical advances

History

Describe the kind of sex differences, if any, revealed by meta-analyses in leader effectiveness.

What will be an ideal response?

History