Herbert Hoover's victory in 1928 was
A) by such a large margin that the Republicans seemed on the verge of disappearing as a political party.
B) by the slimmest possible margin in both the popular vote and the Electoral College.
C) a smashing triumph, appearing to doom the Democrats to extinction.
D) achieved only in the Electoral College, not the popular vote.
C
You might also like to view...
Which of the following statements does NOT describe Shah Abbas?
A) He is considered the greatest of the Safavid rulers. B) He was the sultan who fought against Istanbul and the Sunni Ottomans. C) He was the leader who planned a new, beautiful capital at Isfahan. D) He was the sultan who ruled over a diverse population in Persia. E) His empire collapsed due to invasions from the Mongols and the Uighers.
The Black Codes were laws enacted in most southern states that were intended to
A. provide job training for freedpeople in skilled occupations. B. protect the rights of ex-slaves from being abused by white southerners. C. reinstitute slavery. D. put restrictions on freedpeople and keep them in a disadvantaged status.
Which of the following statements best describes typical Americans who were born in the 1930s?
A) As children, they experienced boom times; as young adults, they lived through hard times. B) As children, they lived through hard times; as young adults, they experienced boom times. C) As children, they witnessed the rise of cities; as young adults, they saw the decline of cities. D) As children, they witnessed the rise of cars; as young adults, they saw cars replaced by mass transit. E) As children, they lived through war; as young adults their country was at peace for decades.
[NeedAttention]
src="data:image/png;base64,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