History, 23.01.2020 04:31, ballin2126
Fundamentally, the dispute between thomas jefferson and alexander hamilton during the washington administration came down to the fact that
a) jefferson believed that political parties were necessary, while hamilton believed that political parties were an unnecessary burden on the legislative process.
b) since jefferson was a native of virginia, he was a supporter of slavery and southern interests while hamilton, from new york, represented northern industrial interests.
c) jefferson thought that the us should not be involved in foreign affairs, while hamilton recognized that, to be a great power, the us had to involve itself in the affairs of europe.
d) jefferson thought a strong central government would infringe on the rights of the people, while hamilton believed that the central government needed to be strong to protect the rights of all.
Answers: 2
History, 21.06.2019 22:30, nancieabreu4491
One of the observations by someone who was present for roosevelt's speech was, "its clarity, logic, and sincerity struck us." quote one example from the text that you would describe as clear, logical, or sincere. explain the language in your chosen quote correctly, and tell why it can be considered clear, logical, or sincere.
Answers: 2
History, 22.06.2019 01:30, tia3963
Which of the following statements occurred last in the official overthrow of the russian provisional government in october of 1917? the bolsheviks campaigned for support of their political platform. the bolsheviks organized an assault and stormed the winter palace. the bolsheviks and trotsky’s militia seized key targets in petrograd. vladimir lenin established himself as the leader of the bolsheviks. i know the answers a and d are inccorect.
Answers: 2
History, 22.06.2019 05:50, guccim5971
Which is the best description of a political campaign tactic during the ele tion of 1828
Answers: 3
Fundamentally, the dispute between thomas jefferson and alexander hamilton during the washington adm...
Mathematics, 21.11.2020 03:30
Mathematics, 21.11.2020 03:30
English, 21.11.2020 03:30